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Article

Exploiting Properties of Student Networks to Enhance Learning in Distance Education

by
Rozita Tsoni
1,*,
Evgenia Paxinou
1,
Aris Gkoulalas-Divanis
2,
Dimitrios Karapiperis
3,
Dimitrios Kalles
1 and
Vassilios S. Verykios
1
1
School of Science and Technology, Hellenic Open University, 26335 Patras, Greece
2
Merative Healthcare, D02 NY19 Dublin, Ireland
3
School of Science and Technology, International Hellenic University, 57001 Thermi, Greece
*
Author to whom correspondence should be addressed.
Information 2024, 15(4), 234; https://doi.org/10.3390/info15040234
Submission received: 8 March 2024 / Revised: 11 April 2024 / Accepted: 15 April 2024 / Published: 19 April 2024
(This article belongs to the Special Issue Real-World Applications of Machine Learning Techniques)

Abstract

:
Distance Learning has become the “new normal”, especially during the pandemic and due to the technological advances that are incorporated into the teaching procedure. At the same time, the augmented use of the internet has blurred the borders between distance and conventional learning. Students interact mainly through LMSs, leaving their digital traces that can be leveraged to improve the educational process. New knowledge derived from the analysis of digital data could assist educational stakeholders in instructional design and decision making regarding the level and type of intervention that would benefit learners. This work aims to propose an analysis model that can capture the students’ behaviors in a distance learning course delivered fully online, based on the clickstream data associated with the discussion forum, and additionally to suggest interpretable patterns that will support education administrators and tutors in the decision-making process. To achieve our goal, we use Social Network Analysis as networks represent complex interactions in a meaningful and easily interpretable way. Moreover, simple or complex network metrics are becoming available to provide valuable insights into the students’ social interaction. This study concludes that by leveraging the imprint of these actions in an LMS and using metrics of Social Network Analysis, differences can be spotted in the communicational patterns that go beyond simple participation recording. Although HITS and PageRank algorithms were created with completely different targeting, it is shown that they can also reveal methodological features in students’ communicational approach.

1. Introduction

Distance Learning (DL) appeared over a century ago as a modern and innovative method in education. A robust theoretical framework has been created, which is still evolving, including several versions of implementation (i.e., e-learning, online learning, blended learning, etc.). DL has become the “new normal” [1,2], especially after the pandemic and due to the technological advances that are incorporated into the teaching procedure. An indicative fact is that according to Forbes, in 2021, about 53% of all postsecondary degree seekers in the U.S.A. took at least some online classes. Around 26% studied exclusively online. There was a sudden burst of demand for DL during the pandemic due to the health and lock-down measures, followed by a decline soon afterwards. Although there was a decline in online enrollments during the academic year of 2022–2023 compared to 2020–2021, the number of students participating in online or blended learning courses has still increased compared to the pre-Covid era, according to the National Center for Education Statistics, U.S.A. At the same time, the augmented use of the internet has blurred the borders between distance and conventional learning. The Learning Management System (LMS) was first introduced in the 1990s [3] to provide instructors with a way to develop and deliver their educational material, observe their students’ participation, and assess their performance. An LMS aims at expanding the possibilities that the conventional classroom offers by constituting an additional setting where learning occurs.
In DL, more than any other educational method, the teaching and learning process is efficient if there is constant communication and interaction between those who are involved [4]. DL may have an inherent disadvantage: learners who attend DL programs are physically separated from their tutors and peers [5,6]. Thus, an important additional goal of DL is to enhance students’ autonomy. Self-regulated learning was strongly associated with acquiring knowledge and skills by becoming aware of the appropriate strategies and having the ability to use them effectively [7]. Having high levels of metacognition, having “the ability to control one’s cognitive processes” [8], is also a characteristic of a learner with critical awareness. Undoubtedly, there are a lot of different learning paths leading to effective learning [9]. The available technological tools and the educational designing process play a pivotal role in overcoming obstacles, like distance and timing. Miyazoe and Anderson [10] introduced the “Equivalency Theorem” which posits that:
  • “Deep and meaningful formal learning is supported, as long as one of the three forms of interaction (student-teacher; student-student; student-content) is at a high level. The other two may be offered at minimal levels, or even eliminated, without degrading the educational experience.
  • High levels of more than one of the above three modes will likely provide a more satisfying educational experience, although these experiences may not be as cost- or time-effective as less interactive learning sequences.”
Moreover, distance-learning adult students are struggling to combine studying and educational tasks with family and work obligations during the working days. Therefore, they log in to the institutional LMS to communicate through fora with their peers and their tutors, mostly during evenings and weekends [11]. Therefore, tutors try to be present and supportive of their students in a minimum time pan. By monitoring their students’ participation in the LMS discussion fora, instructors realize that it is of the utmost importance to model the learners’ behavioral patterns in these environments [12].
Learning analytics (LA) can provide the information on the students’ behavior that tutors need to have for assisting them in their self-directed learning procedure. At the same time, students can preserve their privilege to study in their place, at their own pace, without having to be physically present on a campus. Empirical findings from a trans-European study [13] indicate a high demand for LA and a certain lack of confidence in meeting the high expectations that the educational community has set for the benefits that LA can offer. The process of capturing complex students’ interactions in an educational environment is far from simple. This challenge can be approached by taking small steps, each time aiming at specific features. According to Setiawan et al. [14], when students are enrolled in an online course, it is feasible to mine a large amount of data from the platform logins, allowing the detection and processing of the behavioral logs. Modeling is a helpful way to automatically capture students’ interactions in a course discussion forum. In DL, where most of the learning occurs in unsupervised environments, extracting and analyzing large amounts of forum data could lead to deriving useful knowledge and improving the design of a course.
This study aims to identify students’ behavior patterns through their logging in to the discussion forum of a DL module at the Hellenic Open University (HOU) as an attempt to identify different learning approaches in DE exclusively delivered online. In the discussion forum, students log in and address a query, reply to a peer’s question, participate in a discussion thread, or just check on the latest posts. Our goal is, firstly, to design a model that may capture the aforementioned students’ actions (behaviors) based on the clickstream data associated with the discussion forum, and secondly, to suggest interpretable patterns that will support education administrators and tutors in the decision-making process. To achieve our goal, we use Social Network Analysis (SNA) as networks represent complex interactions in a meaningful and easily interpretable way. Additionally, simple or complex network metrics are available to provide valuable insights into the students’ social interactions. An additional, yet not less important, goal is to highlight the differences between the network metrics interpretation and the knowledge that they can provide concerning students’ behavior. Given that these metrics are, by definition, highly correlated, usually they are considered as similar and they are not interpreted separately in the relevant context. Here, we attempt to highlight their different meaning and the additional information that adds up while using SNA in an educational context.

2. Related Work

LA is the process of converting raw data into meaningful knowledge, regarding learning. LA methodology mainly aims to understand and optimize the learning processes and also to improve the environments in which these processes occur [15]. At DE, discussion fora enable communication between students and instructors and, therefore, play a central role in learning, as they provide satisfaction and they enhance motivation and knowledge retention [16,17]. During online learning, many data are recorded and accumulated in the institutional LMSs [18]. These data not only present the students’ effort and behavior in a holistic way, but they also lead to very important outcomes, if they are interpreted by LA techniques [19,20,21,22]. These interpretations can be used in the wider framework that could include concepts, such as the community of practice or student-centered learning, in an attempt to enhance teaching and learning. As social interaction has long been established as a major factor that also affects learning, SNA fits the criteria for imprinting communication and learning patterns. Lee et al. [23] studied the students’ preferences, while, e.g., they were watching educational videos, and used the networks formed between them to extract behavioral patterns. Additionally, Sturludottir et al. [24] found strong similarities between the networks created by students with the same course choices and their actual major specialization in their latter studies. The changes that a network of a forum community may undergo during an academic year were studied by Tsoni et al. [25] and Lopez-Flores et al. [26]. These two types of research showed significant changes in graph density (that measures the number of ties between the nodes) and participation. Students’ out-degree and network cohesion metrics are also identified as predictors of successfully completing the studies.
Simple metrics, like in-degree and out-degree, provide useful information about students’ participation in a forum community. However, Huang et al. [27] claim that “superposting” does not necessarily imply a qualitative contribution to the forum community. The idea of finding centrality metrics to evaluate the contribution of those who post in a discussion forum came from studies where researchers develop iterate algorithms, such as the PageRank algorithm, to calculate influence weights for citing articles based on the number of times that they have been cited [28,29,30]. Sanchez et al. [31] highlighted the use of eigenvector centrality as an indicator of the students’ academic performance in the pilot course of mathematics. Additionally, several SNA metrics were positively strongly correlated with academic performance metrics [32,33]. However, it has to be noted that in all of the above studies, participating in the forum was a part of organized activities embedded in the curriculum. Thus, participation was compulsory and students were given external motives through grading to interact via the forum.
The research conducted by Da Silva et al. [34] revealed that engagement within the forum community was more pronounced during graded activities. Additionally, when this motivational factor was absent, communication experienced a reduction. The potential application of SNA metrics as indicators of academic performance is exemplified in the study by Hernández-García et al. [35]. In their work, Hernández-García et al. [36] employed Gephi to create multiple visualizations capturing students’ interactions. However, they also underscored the challenge of interpreting intricate metrics, especially for individuals lacking expertise in the field, despite the numerous possibilities offered by Gephi and related tools. In the research conducted by Adraoui et al. [37], the Pajek program package was utilized, focusing on centrality metrics as predictors of academic performance.
Elaborated algorithms used in SNA can also shed light on educational research. The algorithms HITS and PageRank were initially introduced focusing on ranking webpages. They can capture the added value of a node due to its ties with nodes of high importance. HITS and PageRank quickly found use in a wide area of research including educational research. According to Google, the underlying assumption in the PageRank algorithm is that the most known and valid websites are likely to receive more links from others [38]. Jon Kleinberg developed the HITS algorithm, which is based on the Principle of Repeated Improvement, as the PageRank algorithm. Kleingeld [39] introduced the “authority” and the “hub” metrics to rank pages on the Web. Two scores are assigned for each web page: its authority, which estimates the quality of the content of the page, and its hub, which estimates the quality of its links to other web pages. There are several studies using more complex SNA metrics. However, eigenvector centrality, PageRank, and HITS algorithm are less used in SNA studies than simpler metrics like degrees, closeness, and betweenness centralities, even though they were strongly positively correlated with academic performance metrics according to the meta-analysis of Saqr et al. [14]. Although various network metrics have been employed in educational research, there has been limited attention given to clarifying the distinctions among the insights they provide regarding the intricacies of students’ preferences in interactions and communication with their peers. The need to emphasize the disparities in interpreting the array of network metrics within the DL context guided the methodology of our research.

3. Methodology

In this study, we propose a simple model to represent the behavioral patterns derived from a discussion forum within the portal of the HOU, a university that advocates distance education. Our main focus is on extracting various forms of knowledge from different SNA metrics. Students exhibit diverse approaches to managing learning and sharing information within interactive environments like forums. Network metrics have the capability to capture these differences and illuminate complex relationships that can be simplified into graphs. We utilized a four-step model, which includes:
  • Gathering and pre-processing anonymized data.
  • Creating networks and computing network metrics.
  • Conducting correlation analysis.
  • Visualizing results and generating reports.
All necessary procedures were followed to ensure compliance with ethical guidelines. Confidentiality and anonymity were maintained throughout the research process.

3.1. Scope and Research Questions

The scope of this research can be summarized in the following statement: “This study aims to uncover the characteristics of students’ forum participation using Social Network Analysis (SNA) and to investigate any potential correlations between their actions and academic performance.” Accordingly, the research questions that serve this scope can be articulated as follows:
RQ1: 
How do Various network centrality metrics reflect differences in students’ forum interaction?
Since most network measures are highly correlated, it is necessary to emphasize the value of each of them in highlighting different properties of the subjects participating in the network.
RQ2: 
Are there any statistically significant correlations between network metrics and students’ grades?
Students’ grades serve as indicators of the effectiveness of their learning process. Since learning is a social procedure that involves others (tutors, experts, peers, etc.), students’ interactions can shed light on the learning behavior that would eventually affect the learning outcome.

3.2. Participants

The participants are students enrolled in two annual courses in a postgraduate DL program: Course A and Course B. The program is offered fully online with optional synchronous online meetings. Students are evaluated through mandatory written assignments (their number varies from four to six per academic year) and final exams. The forum community of Course A includes 16 students and their tutors, and the forum community of Course B includes 23 students and their tutors. Students in Course A are new to using the forum community since they are at the beginning of the online program, while students in Course B are already familiar with forum use from the previous year of studies.
For privacy-preserving purposes, the students’ and tutors’ names are replaced by randomly generated pseudonyms. For example, Ast5 denotes a student enrolled in Course A and Bt2 denotes a tutor in Course B. Each course’s forum represents a unique microcosm of student interaction, influenced by specific course content, structure, and participant dynamics. We chose not to aggregate these data sets in our methodological approach since this decision could obscure these nuanced differences, thereby diluting the specificity and relevance of our findings.

3.3. Dataset

In this study, we visualize behavior patterns as graphs where a node represents a participant (student or tutor) and a directed edge indicates a reply given from one participant to another. The HOU portal is hosted on the Moodle (Modular Object-Oriented Dynamic Learning Environment) platform. Thus, the data are retrieved as a Moodle log file, which contains the participants’ actions in the fora. The pre-processing for the creation of a unipartite-directed graph mainly consists of the following steps:
  • The actions with the indication “discussion created” and “post created” are separately assorted from the log file.
  • The “discussion created” actions provide information on the creation of new discussion threads. Each thread is assigned to the participant who created it (student or tutor).
  • Each post is assigned to the participant who uploaded it and to the corresponding discussion thread that belongs to.
  • Each participant is represented as a node.
  • An incoming edge to a node represents a reply to a discussion thread this participant has created (i.e., if Ast5 has three incoming edges that then means that three participants had posted in the threads that Ast5 has created).
  • An outgoing edge of a node denotes the posts that this specific participant made to other participants’ threads (i.e., if Bst2 has 8 outgoing edges, then that means that Bst2 had replied in the threads that 8 other participants had created).
  • A self-loop denotes that the participant who made a post and created a thread replied to his/her original post.

3.4. Metrics and Algorithms

Social network analysis (SNA) is a methodological approach used to study social structures through the analysis of relationships and interactions among individuals, groups, or organizations. It involves examining the patterns of connections, flows of information, and exchanges of resources within a network to understand the dynamics, characteristics, and behaviors of its components. SNA typically employs graph theory and statistical techniques to map, measure, and analyze the structure and properties of social networks, providing insights into aspects such as the influence, centrality, cohesion, and the spread of information or influence within the network.
To understand the outcomes of this study, it is essential to give some information on the basic network metrics (In-degree, Out-degree, Degree, weighted In-Degree Weighted Out-Degree, Weighted degree, Closeness centrality, Harmonic closeness centrality, Betweenness centrality, Eccentricity, and Eigenvector centrality) and the algorithms (HITS and PageRank) used in the modeling conducted in this study. Herein there is a succinct description delineating the Social Network Analysis (SNA) metrics employed within the scope of this investigation.
The In-degree of a node represents the number of the participants that reply to the threads of a certain person. The Out-degree of a node indicates the number of participants who have created the threads that this node (person) posts in. The Degree is the sum of the In-degree and the Out-degree. The Weighted In-Degree shows the number of replies that a participant has received in her/his threads. The Weighted Out-degree denotes the number of posts that a participant has made.
The abovementioned information sets the ground to introduce the following centrality measures. Closeness Centrality is based on the mean geodesic distance, which is the number of edges of the shortest path between two nodes. Knowing that every node condenses all its discussion threads and every edge condenses all the replies to the threads of this node, we expect short geodesic distances in our networks and, therefore, high values of closeness centralities. Additionally, Eccentricity represents the maximum distance over all the nodes of the network. We expect to have low values due to the small size of the network. Betweenness Centrality is a measure that has an added value, concerning communication in the educational forum, showing a node’s ability to connect other nodes. In an educational environment, we expect to see participants with high betweenness centrality who act as communication facilitators. They enhance students’ engagement and increase the closeness centrality of peripheral participants, as they bridge nodes that otherwise would have been disconnected. In a directed network, Eigenvector Centrality captures the importance and the prestige that a node has. It is proportional to the sum of the centralities of the nodes that are straight-linked to it. Therefore, a node’s eigenvector centrality mainly depends on its neighbours’ characteristics. However, it has to be highlighted that an in-degree of zero results in eigenvector centrality of zero. Indeed, a node with an in-degree equal to zero is a participant who did not receive any answer in all of his/her threads.
Advanced metrics of a higher complexity are derived from elevated algorithms, illustrating a node’s value in a network, by the quality of its neighbors and the strength of their ties. The HITS algorithm uses the metrics “Authority” and “Hub”. It is a link analysis algorithm that was first developed by Jon Kleinberg [40] in an attempt to rate the quality and the reliability of Web pages when the Internet was originally forming. Initially, a hub and an authority value are assigned in each node according to its incoming and outgoing edges. An iterative process begins correcting these values until a default point of convergence is met. A high value of the hub means that the node points to high authorities, i.e., nodes with valuable information, represented as nodes with a high in-degree in a directed network. Respectively, a node with a high level of authority is pointed to by good hubs in a mutually reinforcing relationship. A good hub adds value to an authority and, subsequently, the authority becomes better, adding more value to the hub in a recurrent process that, after several iterations, converges to a final result.
A second relevant algorithm is the PageRank algorithm, which was initially designed as a measure of influence and was implemented by directed graphs. The PageRank score is calculated by initially assigning a numerical weight to each node and recalculating this weight by taking into account the number of ties of the connected nodes. PageRank as well as HITS are based on the Principle of Repeated Improvement, which is an iterative process where an initial value is assigned to a node and then a re-weighting process begins re-assigning new values according to each node’s connections until the convergence criteria are met.
The directed network that is created aims to represent behavioral features of human communication. Every piece of information derived from this interaction can make a difference and reveal details that might be crucial for understanding the learning profiles. The metrics of the HITS and PageRank algorithms clearly distinguish the difference in the impact of an incoming and an outgoing edge, facilitating the interpretation of the results. In a communication network, the process of repeated improvement that these algorithms use allows us to efficiently imprint the augmented influence of a person in the community as they establish their relations with other participants, by considering their level of influence. The biggest difference between PageRank and HITS algorithms is that HITS calculates the quality based on the hubness and authority value, while PageRank calculates the ranks based on the proportional rank passed around the sites [29].
Additionally, we used students’ grades to capture their academic performance and relate it with the features of their communication deriving from the SNA metrics. In Course A, students had to hand in four written assignments, so we used the variables WA1, WA2, WA3, WA4, and the Average grade (Av. WA). In Course B, there were three written assignments leading us to use the variables WA1, WA2, WA3, and the Av. WA, respectively.

4. Results and Discussion

In this section, the results are presented and discussed. Initially, the graphs resulting from the social network analysis (SNA) of students’ participation in the Forum community are presented. The metrics derived from this analysis are also discussed in the context of their educational impact. The next sub-section presents the results of the correlation analysis between network metrics and students’ grades.

4.1. Networks Visualizations and Metrics

Digging into communication communities to reveal behavioral patterns constitutes a multifactorial and complicated research problem. Typical visualizations can only depict a limited amount of information. On the other hand, network graphs are visualizations that offer an information-rich image, where complicated interactions are illustrated in a comprehensible way. Borgatti and Halgin [41] highlighted the importance of the position of a node, per se, for defining its properties. This means that in every network, the position of each node can capture features that would otherwise be difficult or confusing to describe. Furthermore, the network representation facilitates the computation of Social Network Analysis (SNA) metrics, which unveil characteristics that may not be readily apparent from the graphical depictions. In the subsequent tables (Table 1 and Table 2), a summary of descriptive statistics is provided for the variables utilized in Course A and Course B, respectively. This summary includes the minimum and maximum values, mean and standard deviation, as well as the variance, skewness, kurtosis, and overall sum for each metric.
To leverage the abovementioned benefits, we created two directed unipartite networks for courses A and B, shown in Figure 1. Each node represents a forum participant who could be a tutor (green node) or a student (pink node). The magnitude of the nodes is proportional to their degree. Thus, large nodes represent participants who posted a lot and received many replies. The edges are colored according to the origin node, showing that the post was submitted by a student or a tutor, and their width is proportional to their weight, which is the number of posts. In some nodes, the small, semicircular lines represent self-loops, which is a connection of a node with itself and visualizes a participant’s reply to their own thread.
In both networks, the tutors’ contributions are clear. Tutors seem to be the leaders in the network interactions. They have a binding role in the community, acting as communication facilitators (a tutor’s main responsibility in DE). The average path length, which is the average of the shortest path length averaged over all pairs of nodes, in Course A is 1.643 and 1.608 in Course B, indicating that the average distance between two random nodes is approximately the same in both networks. The network diameter, that is, the shortest distance between the two most distant nodes in the network, is equal to four for Course A and equal to three for Course B. Therefore, it takes four hops to travel across the most distant nodes in the first course, while in Course B it takes three hops. The average path length in Course B is 1.608 and the network diameter is smaller, despite the larger participation compared to Course A.
In Course A, the connections in communication are simpler than in Course B: students tend to reach out to their tutors for, for example, posing a question, rather than their peers. This is an indication to the community that the trust and collaboration between peers are still at a premature level as they prefer to interact with the “expert” who is, for them, “the more knowledgeable other” [42]. However, according to Figure 1, some participants have an equally important role in the network as their tutors’. To thoroughly examine this role and identify different approaches to learning between students, we conducted the Social Network Analysis (SNA) of these metrics, presented in Section 3. The overall participation is mainly captured by the total weighted degree. The weighted out-degree shows the tendency to participate in other participants’ discussions and the in-degree shows the interest that creates a participant’s posts.
In Course A, students Ast13 and Ast3 have the two highest weighted degrees, weighted in-degrees, weighed-out-degrees, PageRank scores, and Eigenvector centralities. Interestingly, both students Ast3 and Ast13 (Figure 1a) owe their beneficial position to their connections with their tutors. Student Ast3 is connected exclusively with his/her tutor (Figure 2). An additional value to his/her eigenvalue centrality is added by the self-loops, that is, the replies he/she makes in his/her threads. That means that the student continues to participate in the dialogue that she/he started, commenting on the answer of a co-learner or a tutor posted on her/his thread. This behavior leads the students gaining an accumulative advantage due to the Matthew effect (the tendency to accrue social success in proportion to their initial level of popularity and number of friends) [43] in terms of their importance in the communication network.
Student Ast1 is also very active, receiving many replies in the discussions that he/she created. For student Ast1, the weighted out-degree is zero, meaning that she/he did not reply in any of her/his peers’ discussions. She/he only participated in discussions created by her/himself. On the contrary, student Ast14 replied many times in other participants’ threads, although she/he did not start any conversations. Therefore, he/she obtains a high hub score in the network, along with Ast6 and Ast8. Although the latter two students are not very active, they reply in threads created by influential participants (high authority scores), gaining importance. The best authority scores of the network belong to the nodes Ast1, Ast12, and Ast7 (see Appendix A). Except for Ast1, these are not the most popular nodes in terms of the number of replies received. However, they also gain credit by attracting replies from prestigious participants who make them the best authorities.
The node Ast4 is not included in any of the top three rankings of importance measures (Authority, Hub, PageRank, and Eigenvector) and most of its metrics values are relatively low. However, it plays an important role in the communication network. It is the only node that has a non-zero betweenness centrality, actively contributing to bridging the gap between two disconnected areas of the network.
In course Β, Βst20, Βst3, and Bst8 own the most popular posts. Students Βst20 and Βst3 are also in the top three best authorities. Yet, Bst9 has higher authority in the HITS algorithm compared to Bst8. This is because they received more replies made by participants with a higher influence (Figure 3 and Figure 4).
Concerning the participation in other discussions, the most active students were Bst12, Bst3, and Bst8 (higher weighted degree). However, the best hub scores were encountered in nodes Bst22, Bst12, and Bst7. This is mainly due to their multiple connections with Bst20, which is one of the most important nodes of the network (ranking first in the Weighted In-Degree, Weighted Degree, Authority, PageRank, and Eigenvector Centrality). There is a totally different story concerning the students’ mediative role. The top four students regarding betweenness centrality were Bst12, Bst3, Bst14, and Bst8. The “star” student, Bst20, presents zero betweenness centrality. This situation reflects a different learning approach. While Bst3 and Bst8 are actively participating, creating popular discussion threads and replying to other discussions, even from peripheral participants, acting as a bridge, Bst20 rarely replies, but he/she created threads where important participants post, gaining influence, only participating in his/her posts. Student Bst3 is also a notable case since he/she is included in the top three of the Weighted Degree, Authority, PageRank, Betweenness, and Eigenvector Centrality rankings. His/her actions are also targeted; however, he/she is more outgoing, replying to his/her peers, even if their post is not popular, showing collaborative spirit.
As is shown, different metrics reveal a different aspect of each participant’s contribution to the discussion community. Each student is represented by a different combination of metrics values that can be shown graphically. To visualize the differences between students’ SNA metrics, in a common graph, we applied a min–max normalization (minimum = 0, maximum = 1). The results are reported in a heatmap (Figure 5 and Figure 6) where dark blue represents 0, white represents 0.5, and dark red represents 1.
Figure 5 can be seen as a condensed profiling graph where different communication approaches are becoming obvious. For example, let us study students Ast8 and Ast13. Ast8 has a low number of posts and replies, but due to certain interactions, he/she is in the center of the network (high closeness centrality), while Ast13 is active, but peripheral.
Similarly, in Figure 6, different behaviors can also be spotted. Bst3 represents a very active student with a central role in the network. At the other end, Bst1 is one of the most isolated students with low participation, in a less prestigious position.

4.2. Correlation Analysis

Previous research [21,44,45] has shown that three important factors affect learning: online participation, academic achievement, and position in the communication network. It was therefore considered useful to examine the relationship between SNA metrics and academic performance. The attributes WA1, WA2, WA3, WA4, and mean WA represent the grades in four written assignments (WA) and their mean value, correspondingly. A correlation analysis was conducted for both courses. The majority of correlations between grades and Social Network Analysis (SNA) metrics were found to be statistically insignificant. This is likely attributed to the varied usage patterns of the forum within these courses. Participation was voluntary, there were not any mandatory learning activities within the forum, and students utilized it for diverse purposes: connecting with peers, posing queries related to the course material, receiving updates on deadlines and grades, or simply socializing. Nonetheless, certain statistically significant correlations were observed and are detailed below. Table 3 and Table 4 present the variables that exhibited statistically significant correlations, along with their correlation values and corresponding p-values. Given our focus on exploring the relationship between forum participation and academic performance, only such correlations have been included in these tables.
Due to the extensive array of metrics utilized in this study, the correlation matrix may prove challenging to interpret. Graphs were used as a means to visually summarize complex data sets succinctly. This method was chosen to facilitate a more accessible understanding of patterns across a broad audience, including those who may not specialize in quantitative analysis. Consequently, an alternative presentation method was adopted. The correlation matrix was rendered as a heatmap, wherein the correlation coefficient was depicted using a color scheme (with −1 indicated by red and +1 by blue), and the outcomes are displayed in Figure 7 and Figure 8.
In Course A (Table 3), there is a strong negative correlation between the grade of the first written assignment (WA1) and Eccentricity (r (13) = −0.73, p < 0.005) and a moderately negative correlation between the grade of the second written assignment (WA2) and the Out-degree (r (13) = −0.64, p < 0.01). Additionally, there is a moderately negative correlation between the grade of the third written assignment (WA3) and the Weighted Out-degree (r (13) = −0.58, p < 0.05). The negative correlation may reflect the need of certain students to communicate and discuss the difficulties they encounter. High SNA metrics along with low grades correspond to students who seek answers to their questions through forum communication. This suggestion is also supported by the structure of the network, where tutors act as communication facilitators providing students with answers.
Similar results are presented in Course B (Table 4). There is a moderately negative correlation between the grade of the first written assignment (WA1) and Eigenvector Centrality (r (20) = −0.51, p < 0.05) and a weak negative correlation between the grade of the first written assignment (WA1) and the PageRank score (r (20) = −0.45, p < 0.05). There is also a weak negative correlation between the grade of the third written assignment (WA3) and the PageRank score (r (20) = −0.43, p < 0.05) and between the grade of the third written assignment (WA3) and Eigenvector Centrality (r (20) = −0.43, p < 0.05). Other strong correlations appearing in the graph are either irrelevant, capturing the structural affinity of the network metrics, or not statistically significant (p > 0.05). The majority of the studies in the literature that correlate SNA metrics with academic performance found positive correlations between them [46]. However, as aforementioned, the SNA metrics are derived from forum activities that are a part of the students’ workload. In such cases, positive correlations are expected since it is expected for diligent students to have good grades. Kipling et al. [47], in their recent work, present a critical view of the effectiveness of providing external motives for forum use. More specifically, it is stated that certain attempts to control engagement “may be proven particularly ineffective stimulating unhelpful grade-focused participation”. In general, when forum activities are structured and graded, there is external motivation for the students to participate. Thus, forum activity becomes another assignment for them. Measuring forum participation in such cases is, in fact, equivalent to capturing one more grade. In this work, we analyze forum participation as an indication of genuine and optional interaction. This means that forum participation metrics capture students’ social interaction and collaboration patterns, reflecting on their learning behavior within a group of peers. Since a correlation does not necessarily imply causation, the negative correlation between network metrics and students’ grades in our results does not mean that students perform worse when participating in the forum. Instead, it suggests that students facing difficulties are more likely to turn to the forum to seek solutions to their problems. This indicates that the primary purpose of the forum is to assist students in addressing their difficulties and resolving course-related problems. This is a plausible explanation of the negative correlations, showing that the bigger the barriers they face, the more they pose questions and interact with their tutors and peers.

5. Conclusions

Communication, interaction, and dialogue are important concepts of distance education. Already from the early 1980s, Holmberg [48] introduced the theory of “Guided didactic conversation” which suggests that autonomous learning in a learner-centered open environment is promoted through constant communication between “the educans and educandus and, in most cases, through peer-group interaction” [49]. In DE, this communication can take place in real face-to-face conditions, so it is the spirit and atmosphere of conversation that should characterize educational endeavors. Discussion fora in LMSs bring together educans who study at a distance, satisfying some of the postulates of Holmberg’s theory:
  • Feelings of personal relation between the teaching and learning parties promote study pleasure and motivation. Such feelings can be fostered by well-developed self-instructional material and two-way communication at a distance;
  • Intellectual pleasure and study motivation are favorable to the attainment of study goals and the use of proper study processes and methods;
  • The atmosphere, language, and conventions of friendly conversation favor feelings of personal relations, according to postulate 1;
  • Messages given and received in conversational forms are comparatively easily understood and remembered.
Despite the fundamental advances of the technological media used to deliver DE, these postulations remain relevant since, at a human level, the quality of interaction is a key element of effective learning. In an online learning experience, the sense of belonging, which can be reinforced via forum communication, can help students to fully and meaningfully participate in their learning procedure [50]. In addition, social presence is a predictor of knowledge retention and satisfaction [51]. Ideally, a high level of voluntary participation in communication fora would benefit the learning community and allow tutors to closely monitor learning behavior to take targeted actions to support learners.
The students’ profiles and learning style set the basis for the actions and the learning approaches they choose to follow. We concluded that by leveraging the imprint of these actions in an LMS and using metrics of SNA, differences can be spotted in the communicational patterns that go beyond simple participation recording. This finding aligns with the research conducted by Steinert et al. [52], which suggests that SNA can be instrumental in examining team dynamics and knowledge exchange among peers. Additionally, Xu et al. [53] investigated the roles of both students and teachers in online discussion forums using SNA, concluding that such forums enhance courses by aiding students in grasping core materials and topics.
In this study, the focus lies on identifying patterns of student behavior through SNA, rather than directly correlating these behaviors with academic performance, as not all students actively participated in the forum community. Similarly, Crossette et al. [54] demonstrated that missing nodes have a tendency to shift correlations toward zero.
Hopefully, the contribution of our work lies in its potential to inform future research that could establish these links more definitively. Moreover, the data collected and analyzed were not designed to measure learning outcomes directly. Although HITS and PageRank algorithms were created with completely different targeting, it is shown that they can also reveal methodological features in students’ communicational approach. Expectantly, the findings of our study, coupled with the extensive current research in the field, will serve as guidelines for educational designers and policymakers to tailor the teaching process to the needs of students, informed by real data. Ultimately, this will benefit students by improving their learning experience.
This study aims to present its findings as contributions to the ongoing conversation in educational research, rather than definitive statements on the nature of forum use in distance learning. While the term “distance learning” encompasses various modes of education delivery under physical separation conditions, our focus lies specifically on the online learning environment of a distance learning university. This implies that our findings are sensitive to shifts in delivery methods. For instance, in a blended learning course, students’ participation and behavior within the forum community may exhibit dissimilar patterns. Additionally, the complexity of human behavior cannot be totally described by metrics of any kind; however, network metrics can enhance its understanding and recognize patterns that can act as typical cases for instructional planning. This knowledge can be further strengthened by students’ and tutors’ opinions that qualitative research can provide. In the future, we intend to combine the results of similar analyses with qualitative opinions and on-site observations derived from the tutors to improve our understanding of students’ learning behaviors. Hence, we aim to study the relationship between students’ SNA metrics and students’ personalities, hoping to contribute to improving the understanding of the learning process in DE.

Author Contributions

Methodology, R.T. and V.S.V.; Software, R.T. and D.K. (Dimitrios Karapiperis); Validation, D.K. (Dimitrios Kalles) and V.S.V.; Investigation, A.G.-D. and D.K. (Dimitrios Kalles); Data curation, R.T.; Writing—original draft, R.T. and E.P.; Writing—review & editing, E.P., A.G.-D. and D.K. (Dimitrios Karapiperis); Visualization, R.T.; Supervision, V.S.V. All authors have read and agreed to the published version of the manuscript.

Funding

This research received no external funding.

Institutional Review Board Statement

This study involved the analysis of anonymized data from students, and as such, was deemed exempt from full review by the Hellenic Open University Institutional Review Board. The ethical exemption was granted due to the non-identifiable nature of the data, which ensures the privacy and confidentiality of participants.

Data Availability Statement

Requests for access to the dataset will be reviewed by the corresponding author to ensure compliance with ethical guidelines.

Conflicts of Interest

Author Aris Gkoulalas-Divanis was employed by the company Merative Healthcare. The remaining authors declare that the research was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.

Appendix A. Correlation Table

Course A
Variable AVariable BCorrelation Valuep Value
WA1WA20.3850.156
WA1WA3−0.0110.968
WA1WA4−0.1300.644
WA1In-degree0.2630.344
WA1Out-degree−0.1490.595
WA1Degree0.2350.400
WA1Weighted In-degree0.2300.410
WA1Weighted Out-degree−0.0400.887
WA1Weighted Degree0.1790.523
WA1Eccentricity−0.7300.002 *
WA1Closeness centrality −0.0450.873
WA1Harmonic closeness centrality −0.0820.773
WA1Betweenness centrality0.0710.800
WA1Authority0.2180.436
WA1Hub0.1060.706
WA1PageRank0.2400.389
WA1Eigenvector centrality0.1790.523
WA1Av. WA0.1250.658
WA2WA30.2450.379
WA2WA4−0.0760.788
WA2In-degree0.3090.263
WA2Out-degree−0.6440.010 *
WA2Degree0.0130.964
WA2Weighted In-degree0.2310.406
WA2Weighted Out-degree−0.4340.106
WA2Weighted Degree0.0340.903
WA2Eccentricity−0.3350.222
WA2Closeness centrality −0.3930.148
WA2Harmonic closeness centrality −0.3910.149
WA2Betweenness centrality0.1100.696
WA2Authority0.2750.321
WA2Hub−0.7880.000 *
WA2PageRank0.2920.292
WA2Eigenvector centrality0.2020.470
WA2Av. WA0.2490.370
WA3WA40.6430.010 *
WA3In-degree0.1080.703
WA3Out-degree−0.3800.162
WA3Degree−0.0830.770
WA3Weighted In-degree−0.0900.750
WA3Weighted Out-degree−0.5830.023 *
WA3Weighted Degree−0.2920.292
WA3Eccentricity−0.0050.986
WA3Closeness centrality −0.2220.427
WA3Harmonic closeness centrality −0.2100.452
WA3Betweenness centrality0.1820.517
WA3Authority0.2000.476
WA3Hub−0.1700.544
WA3PageRank0.0810.775
WA3Eigenvector centrality−0.0430.880
WA3Av. WA0.7830.001 *
WA4In-degree−0.2060.460
WA4Out-degree0.1060.708
WA4Degree−0.1910.495
WA4Weighted In-degree−0.3480.203
WA4Weighted Out-degree−0.2960.284
WA4Weighted Degree−0.4030.136
WA4Eccentricity0.3320.226
WA4Closeness centrality 0.3150.253
WA4Harmonic closeness centrality 0.3270.234
WA4Betweenness centrality0.1300.644
WA4Authority−0.0450.874
WA4Hub0.1590.572
WA4PageRank−0.2910.293
WA4Eigenvector centrality−0.3890.152
WA4Av. WA0.9270.000 *
In-degreeOut-degree−0.5780.024 *
In-degreeDegree0.8890.000 *
In-degreeWeighted In-degree0.9000.000 *
In-degreeWeighted Out-degree−0.1440.608
In-degreeWeighted Degree0.7060.003 *
In-degreeEccentricity−0.6520.008 *
In-degreeCloseness centrality −0.7660.001 *
In-degreeHarmonic closeness centrality −0.7820.001 *
In-degreeBetweenness centrality−0.0550.845
In-degreeAuthority0.8070.000 *
In-degreeHub−0.3900.150
In-degreePageRank0.9460.000 *
In-degreeEigenvector centrality0.5760.025 *
In-degreeAv. WA−0.0470.868
Out-degreeDegree−0.1400.618
Out-degreeWeighted In-degree−0.2960.284
Out-degreeWeighted Out-degree0.8010.000 *
Out-degreeWeighted Degree0.0470.868
Out-degreeEccentricity0.5200.047 *
Out-degreeCloseness centrality 0.7570.001 *
Out-degreeHarmonic closeness centrality 0.7640.001 *
Out-degreeBetweenness centrality0.1490.595
Out-degreeAuthority−0.5460.035 *
Out-degreeHub0.6530.008 *
Out-degreePageRank−0.5750.025 *
Out-degreeEigenvector centrality−0.1040.713
Out-degreeAv. WA−0.1420.614
DegreeWeighted In-degree0.9260.000 *
DegreeWeighted Out-degree0.2740.322
DegreeWeighted Degree0.8830.000 *
DegreeEccentricity−0.5000.058
DegreeCloseness centrality −0.5040.055
DegreeHarmonic closeness centrality −0.5200.047 *
DegreeBetweenness centrality0.0170.953
DegreeAuthority0.6730.006 *
DegreeHub−0.1070.704
DegreePageRank0.8260.000 *
DegreeEigenvector centrality0.6400.010 *
DegreeAv. WA−0.1370.627
Weighted In-degreeWeighted Out-degree0.2420.385
Weighted In-degreeWeighted Degree0.9330.000 *
Weighted In-degreeEccentricity−0.5920.020 *
Weighted In-degreeCloseness centrality −0.6880.005 *
Weighted In-degreeHarmonic closeness centrality −0.7030.003 *
Weighted In-degreeBetweenness centrality−0.0970.730
Weighted In-degreeAuthority0.6310.012 *
Weighted In-degreeHub−0.3420.213
Weighted In-degreePageRank0.8370.000 *
Weighted In-degreeEigenvector centrality0.8030.000 *
Weighted In-degreeAv. WA−0.2260.419
Weighted Out-degreeWeighted Degree0.5740.025 *
Weighted Out-degreeEccentricity0.1800.522
Weighted Out-degreeCloseness centrality 0.3170.249
Weighted Out-degreeHarmonic closeness centrality 0.3170.250
Weighted Out-degreeBetweenness centrality0.0400.887
Weighted Out-degreeAuthority−0.2930.289
Weighted Out-degreeHub0.3500.200
Weighted Out-degreePageRank−0.1920.493
Weighted Out-degreeEigenvector centrality0.3150.252
Weighted Out-degreeAv. WA−0.4570.086
Weighted DegreeEccentricity−0.4330.107
Weighted DegreeCloseness centrality −0.4630.083
Weighted DegreeHarmonic closeness centrality −0.4760.073
Weighted DegreeBetweenness centrality−0.0670.812
Weighted DegreeAuthority0.4230.116
Weighted DegreeHub−0.1590.573
Weighted DegreePageRank0.6350.011 *
Weighted DegreeEigenvector centrality0.7950.000 *
Weighted DegreeAv. WA−0.3600.188
EccentricityCloseness centrality 0.5270.044 *
EccentricityHarmonic closeness centrality 0.5750.025 *
EccentricityBetweenness centrality0.2640.342
EccentricityAuthority−0.4670.079
EccentricityHub0.0460.870
EccentricityPageRank−0.6260.013 *
EccentricityEigenvector centrality−0.4540.089
EccentricityAv. WA0.0940.740
Closeness centrality Harmonic closeness centrality 0.9980.000 *
Closeness centrality Betweenness centrality0.1540.584
Closeness centrality Authority−0.5740.025 *
Closeness centrality Hub0.6540.008 *
Closeness centrality PageRank−0.7240.002 *
Closeness centrality Eigenvector centrality−0.5300.042 *
Closeness centrality Av. WA0.1320.639
Harmonic closeness centrality Betweenness centrality0.1760.531
Harmonic closeness centrality Authority−0.5830.023 *
Harmonic closeness centrality Hub0.6270.012 *
Harmonic closeness centrality PageRank−0.7410.002 *
Harmonic closeness centrality Eigenvector centrality−0.5420.037 *
Harmonic closeness centrality Av. WA0.1390.620
Betweenness centralityAuthority0.1230.661
Betweenness centralityHub−0.1060.706
Betweenness centralityPageRank−0.1170.678
Betweenness centralityEigenvector centrality−0.0590.835
Betweenness centralityAv. WA0.1780.525
AuthorityHub−0.3230.240
AuthorityPageRank0.6700.006 *
AuthorityEigenvector centrality0.3830.159
AuthorityAv. WA0.0920.743
HubPageRank−0.3570.191
HubEigenvector centrality−0.2660.337
HubAv. WA−0.0450.873
PageRankEigenvector centrality0.5880.021 *
PageRankAv. WA−0.1300.644
Eigenvector centralityAv. WA−0.2640.341
* indicates statistically significant correlation.
Course B—Correlation Table
Variable AVariable BCorrelation Valuep Value
WA1WA20.5960.003 *
WA1WA30.4710.027 *
WA1In-degree−0.4080.060
WA1Out-degree0.1520.501
WA1Degree−0.3470.114
WA1Weighted In-degree−0.3930.070
WA1Weighted Out-degree0.1630.469
WA1Weighted Degree−0.3090.162
WA1Eccentricity0.2960.182
WA1Closeness centrality 0.2070.356
WA1Harmonic closeness centrality 0.2180.329
WA1Betweenness centrality0.1540.493
WA1Authority−0.3550.105
WA1Hub0.2700.224
WA1PageRank−0.4480.037 *
WA1Eigenvector centrality−0.5130.015 *
WA1Av. WA0.7310.000 *
WA2WA30.7180.000 *
WA2In-degree−0.3750.085
WA2Out-degree0.1640.466
WA2Degree−0.3130.156
WA2Weighted In-degree−0.3450.116
WA2Weighted Out-degree0.2040.362
WA2Weighted Degree−0.2540.253
WA2Eccentricity0.3290.135
WA2Closeness centrality 0.2580.247
WA2Harmonic closeness centrality 0.2690.226
WA2Betweenness centrality0.1510.503
WA2Authority−0.2250.314
WA2Hub0.3300.133
WA2PageRank−0.4330.044 *
WA2Eigenvector centrality−0.4320.045 *
WA2Av. WA0.9140.000 *
WA3In-degree−0.1330.556
WA3Out-degree0.1560.487
WA3Degree−0.0840.711
WA3Weighted In-degree−0.0690.759
WA3Weighted Out-degree0.2020.368
WA3Weighted Degree−0.0080.971
WA3Eccentricity0.1940.386
WA3Closeness centrality 0.2150.336
WA3Harmonic closeness centrality 0.2170.332
WA3Betweenness centrality0.1800.424
WA3Authority0.0290.899
WA3Hub0.2910.189
WA3PageRank−0.1530.496
WA3Eigenvector centrality−0.1160.607
WA3Av. WA0.9000.000 *
In-degreeOut-degree0.0370.870
In-degreeDegree0.9620.000 *
In-degreeWeighted In-degree0.9640.000 *
In-degreeWeighted Out-degree0.1210.591
In-degreeWeighted Degree0.8960.000 *
In-degreeEccentricity−0.4630.030 *
In-degreeCloseness centrality −0.5630.006 *
In-degreeHarmonic closeness centrality −0.5680.006 *
In-degreeBetweenness centrality0.1880.402
In-degreeAuthority0.9580.000 *
In-degreeHub−0.2020.367
In-degreePageRank0.9630.000 *
In-degreeEigenvector centrality0.8550.000 *
In-degreeAv. WA−0.3250.140
Out-degreeDegree0.3070.165
Out-degreeWeighted In-degree0.1220.588
Out-degreeWeighted Out-degree0.8830.000 *
Out-degreeWeighted Degree0.3450.115
Out-degreeEccentricity0.5670.006 *
Out-degreeCloseness centrality 0.3940.069
Out-degreeHarmonic closeness centrality 0.4140.055
Out-degreeBetweenness centrality0.5510.008 *
Out-degreeAuthority0.0640.777
Out-degreeHub0.8710.000 *
Out-degreePageRank0.0110.961
Out-degreeEigenvector centrality0.0040.987
Out-degreeAv. WA0.1820.417
DegreeWeighted In-degree0.9510.000 *
DegreeWeighted Out-degree0.3550.105
DegreeWeighted Degree0.9470.000 *
DegreeEccentricity−0.2870.196
DegreeCloseness centrality −0.4290.047 *
DegreeHarmonic closeness centrality −0.4290.046 *
DegreeBetweenness centrality0.3290.135
DegreeAuthority0.9290.000 *
DegreeHub0.0440.844
DegreePageRank0.9200.000 *
DegreeEigenvector centrality0.8160.000 *
DegreeAv. WA−0.2600.243
Weighted In-degreeWeighted Out-degree0.2630.238
Weighted In-degreeWeighted Degree0.9660.000 *
Weighted In-degreeEccentricity−0.3690.091
Weighted In-degreeCloseness centrality −0.4320.045 *
Weighted In-degreeHarmonic closeness centrality −0.4380.042 *
Weighted In-degreeBetweenness centrality0.1810.420
Weighted In-degreeAuthority0.9350.000 *
Weighted In-degreeHub−0.1130.615
Weighted In-degreePageRank0.9280.000 *
Weighted In-degreeEigenvector centrality0.9090.000 *
Weighted In-degreeAv. WA−0.2780.210
Weighted Out-degreeWeighted Degree0.5030.017 *
Weighted Out-degreeEccentricity0.4780.024 *
Weighted Out-degreeCloseness centrality 0.3500.110
Weighted Out-degreeHarmonic closeness centrality 0.3670.093
Weighted Out-degreeBetweenness centrality0.3650.095
Weighted Out-degreeAuthority0.1400.533
Weighted Out-degreeHub0.7270.000 *
Weighted Out-degreePageRank0.0270.904
Weighted Out-degreeEigenvector centrality0.0880.697
Weighted Out-degreeAv. WA0.2240.317
Weighted DegreeEccentricity−0.2030.365
Weighted DegreeCloseness centrality −0.2930.185
Weighted DegreeHarmonic closeness centrality −0.2940.184
Weighted DegreeBetweenness centrality0.2600.243
Weighted DegreeAuthority0.8750.000 *
Weighted DegreeHub0.0930.681
Weighted DegreePageRank0.8390.000 *
Weighted DegreeEigenvector centrality0.8380.000 *
Weighted DegreeAv. WA−0.1890.399
EccentricityCloseness centrality 0.7200.000 *
EccentricityHarmonic closeness centrality 0.7590.000 *
EccentricityBetweenness centrality0.4110.058
EccentricityAuthority−0.3650.095
EccentricityHub0.7080.000 *
EccentricityPageRank−0.4000.065
EccentricityEigenvector centrality−0.3790.082
EccentricityAv. WA0.3060.166
Closeness centrality Harmonic closeness centrality 0.9980.000 *
Closeness centrality Betweenness centrality0.0320.889
Closeness centrality Authority−0.4920.020 *
Closeness centrality Hub0.5660.006 *
Closeness centrality PageRank−0.5170.014 *
Closeness centrality Eigenvector centrality−0.3880.074
Closeness centrality Av. WA0.2640.235
Harmonic closeness centrality Betweenness centrality0.0570.800
Harmonic closeness centrality Authority−0.4950.019 *
Harmonic closeness centrality Hub0.5880.004 *
Harmonic closeness centrality PageRank−0.5200.013 *
Harmonic closeness centrality Eigenvector centrality−0.3960.068
Harmonic closeness centrality Av. WA0.2720.221
Betweenness centralityAuthority0.2890.191
Betweenness centralityHub0.5420.009 *
Betweenness centralityPageRank0.1900.396
Betweenness centralityEigenvector centrality−0.0240.914
Betweenness centralityAv. WA0.1890.401
AuthorityHub−0.1250.580
AuthorityPageRank0.9200.000 *
AuthorityEigenvector centrality0.8330.000 *
AuthorityAv. WA−0.1710.447
HubPageRank−0.1800.424
HubEigenvector centrality−0.2100.349
HubAv. WA0.3470.114
PageRankEigenvector centrality0.8970.000 *
PageRankAv. WA−0.3690.091
Eigenvector centralityAv. WA−0.3670.093
* indicates statistically significant correlation.
Course A—SNA Normalized Metrics
LabelIn-DegreeOut-DegreeDegreeWeighted In-DegreeWeighted Out-DegreeWeighted DegreeEccentricityClosness CentralityHarmonic Closness CentralityBetweenness centralityAuthorityHubPage RankEigenvector Centrality
Ast14010.3330.0000.6670.1250.2501.0001.0000.0000.0001.0000.0000.000
Ast1100.50.0000.0000.3330.0000.5000.5710.6250.0000.0000.0000.0000.000
Ast100.7500.6670.5000.0000.2500.0000.0000.0000.0000.2080.0000.8410.019
Ast30.50.50.6670.8330.6670.7500.0000.0000.0000.0000.1630.0000.4711.000
Ast200.50.0000.0000.3330.0001.0000.4090.4810.0000.0000.0000.0000.000
Ast900.50.0000.0000.3330.0000.5000.5710.6250.0000.0000.0000.0000.000
Ast1101.0000.8330.0000.5000.0000.0000.0000.0001.0000.0001.0000.530
Ast800.50.0000.0000.3330.0000.2501.0001.0000.0000.0000.1720.0000.000
Ast160.2500.0000.1670.0000.0000.0000.0000.0000.0000.0340.0000.1530.006
Ast70.500.3330.3330.0000.1250.0000.0000.0000.0000.6890.0000.2990.134
Ast600.50.0000.0000.3330.0000.2501.0001.0000.0000.0000.3740.0000.000
Ast50.2500.0000.1670.0000.0000.0000.0000.0000.0000.1630.0000.4710.390
Ast130.750.51.0001.0001.0001.0000.0000.0000.0000.0000.4520.0000.6050.509
Ast120.500.3330.3330.0000.1250.0000.0000.0000.0000.6890.0000.2990.134
Ast40.250.50.3330.1670.3330.1250.5000.5710.6251.0000.3960.0000.1460.128
Course B—SNA Normalized Metrics
LabelIn-DegreeOut-DegreeDegreeWeighted In-DegreeWeighted Out-DegreeWeighted DegreeEccentricityClosness CentralityHarmonic Closness CentralityBetweenness CentralityAuthorityHubPage RankClusteringEigenvector Centrality
Bst140.1110.3330.1110.0770.2500.0770.5001.0001.0000.0260.2450.2160.0220.0000.005
Bst90.6670.3330.6670.4620.2500.4620.0000.0000.0000.0000.6430.0000.4410.2000.236
Bst180.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.4950.0000.0000.000
Bst130.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.1800.0000.0000.000
Bst80.3330.6670.4440.5381.0000.7690.5001.0001.0000.0260.3110.4950.1200.3330.236
Bst220.0001.0000.2220.0000.7500.1540.5001.0001.0000.0000.0001.0000.0000.1670.000
Bst120.4441.0000.6670.3850.7500.5381.0000.6000.6671.0000.5720.9660.3650.1670.072
Bst170.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.1800.0000.0000.000
Bst210.4440.0000.3330.3080.0000.2310.0000.0000.0000.0000.3630.0000.4190.0000.072
Bst70.0000.6670.1110.0000.7500.1541.0000.6670.7500.0000.0000.5280.0000.0000.000
Bst201.0000.3331.0001.0000.2501.0000.0000.0000.0000.0001.0000.0001.0000.2221.000
Bst60.1110.3330.1110.0770.2500.0770.0000.0000.0000.0000.0000.0000.0000.0000.024
Bst50.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.3190.0000.0000.000
Bst40.1110.0000.0000.0770.0000.0000.0000.0000.0000.0000.2560.0000.0420.0000.056
Bst110.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.3190.0000.0000.000
Bst100.5560.3330.5560.3850.2500.3850.0000.0000.0000.0000.4350.0000.4180.2000.231
Bst190.4440.3330.4440.3850.5000.4620.0000.0000.0000.0000.5340.0000.2140.3330.189
Bst160.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.2160.0000.0000.000
Bst30.6670.6670.7780.6150.7500.7690.5001.0001.0000.0790.5840.4950.4940.2380.329
Bst150.0000.3330.0000.0000.2500.0000.5001.0001.0000.0000.0000.0000.0000.0000.000
Bst20.0000.3330.0000.0000.2500.0001.0000.6670.7500.0000.0000.2890.0000.0000.000
Bst10.2220.3330.2220.1540.2500.1540.0000.0000.0000.0000.0000.0000.1510.5000.047

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Figure 1. Networks formed based on the participants’ communication through the discussion Forum in (a) Course A and (b) Course B.
Figure 1. Networks formed based on the participants’ communication through the discussion Forum in (a) Course A and (b) Course B.
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Figure 2. The “exclusive” communication of Ast3 with his/her tutor.
Figure 2. The “exclusive” communication of Ast3 with his/her tutor.
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Figure 3. Bst9’s connections.
Figure 3. Bst9’s connections.
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Figure 4. Bst8’s connections.
Figure 4. Bst8’s connections.
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Figure 5. Students’ SNA metrics for Course A.
Figure 5. Students’ SNA metrics for Course A.
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Figure 6. Students’ SNA metrics for Course B.
Figure 6. Students’ SNA metrics for Course B.
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Figure 7. The correlation matrix between grades and SNA metrics for Course A.
Figure 7. The correlation matrix between grades and SNA metrics for Course A.
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Figure 8. The correlation matrix between grades and SNA metrics for Course B.
Figure 8. The correlation matrix between grades and SNA metrics for Course B.
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Table 1. Summary measures for Course A.
Table 1. Summary measures for Course A.
Course A
VariableMinMaxMeanStd. DeviationVarianceSkewnessKurtosisOverall Sum
WA17.5109.830.650.42−3.8715.00147.50
WA27109.670.840.70−2.827.94145.00
WA37.5109.470.810.66−1.491.40142.00
WA40108.393.4411.80−2.324.09125.80
Av. WA6.75109.341.031.06−1.872.66140.08
In-degree041.271.331.780.69−0.6419.00
Out-degree020.670.620.380.31−0.4010.00
Degree141.931.101.210.89−0.4429.00
Weighted in-degree061.732.094.351.06−0.1926.00
Weighted out-degree030.870.920.840.940.5213.00
Weighted degree192.602.476.111.812.5039.00
Eccentricity040.871.191.411.472.0913.00
Closeness centrality010.340.410.170.67−1.225.12
Harmonic closeness centrality010.360.420.180.54−1.485.36
Betweenness centrality00.020.000.000.003.8715.000.02
Authority00.650.160.210.041.200.472.44
Hub00.270.030.070.013.1010.030.42
PageRank0.020.060.030.010.001.010.060.46
Eigenvector
Centrality
010.190.290.091.833.162.85
Table 2. Summary measures for Course B.
Table 2. Summary measures for Course B.
Course B
VariableMinMaxMeanStd. DeviationVarianceSkewnessKurtosisOverall Sum
WA15108.221.632.64−1.090.13180.90
WA20107.352.657.02−1.451.62161.70
WA30107.503.049.24−1.611.69165.00
Av. WA2.99.77.692.114.47−1.210.52169.20
In-degree092.092.646.941.150.5346.00
Out-degree031.230.750.561.071.5627.00
Degree1103.322.777.661.02−0.0473.00
Weighted in-degree0132.643.5412.531.461.9558.00
Weighted out-degree041.451.061.121.060.3032.00
Weighted degree1144.093.9515.611.240.5490.00
Eccentricity020.770.690.470.32−0.7017.00
Closeness
Centrality
010.590.470.22−0.43−1.8312.93
Harmonic
Closeness
Centrality
010.600.470.22−0.49−1.8113.17
Betweenness
Centrality
00.030.000.010.004.6421.640.03
Authority00.570.130.170.031.110.542.83
Hub00.290.070.090.011.261.131.64
PageRank0.010.040.010.010.001.893.990.27
Eigenvector
Centrality
010.110.220.053.3012.562.50
Table 3. Statistically significant correlation, relation SNA metrics, and grades for Course A (* indicates statistically significant correlation).
Table 3. Statistically significant correlation, relation SNA metrics, and grades for Course A (* indicates statistically significant correlation).
Course A
Variable AVariable BCorrelation Valuep Value
WA1Eccentricity−0.7300.002 *
WA2Out-degree−0.6440.010
WA2Hub−0.7880.000 *
WA3Weighted out-degree−0.5830.023 *
Table 4. Statistically significant correlation, relation SNA metrics, and grades for Course B (* indicates statistically significant correlation.
Table 4. Statistically significant correlation, relation SNA metrics, and grades for Course B (* indicates statistically significant correlation.
Course B
Variable AVariable BCorrelation Valuep Value
WA1PageRank−0.4480.037 *
WA1Eigenvector centrality−0.5130.015 *
WA2PageRank−0.4330.044 *
WA2Eigenvector centrality−0.4320.045 *
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Tsoni, R.; Paxinou, E.; Gkoulalas-Divanis, A.; Karapiperis, D.; Kalles, D.; Verykios, V.S. Exploiting Properties of Student Networks to Enhance Learning in Distance Education. Information 2024, 15, 234. https://doi.org/10.3390/info15040234

AMA Style

Tsoni R, Paxinou E, Gkoulalas-Divanis A, Karapiperis D, Kalles D, Verykios VS. Exploiting Properties of Student Networks to Enhance Learning in Distance Education. Information. 2024; 15(4):234. https://doi.org/10.3390/info15040234

Chicago/Turabian Style

Tsoni, Rozita, Evgenia Paxinou, Aris Gkoulalas-Divanis, Dimitrios Karapiperis, Dimitrios Kalles, and Vassilios S. Verykios. 2024. "Exploiting Properties of Student Networks to Enhance Learning in Distance Education" Information 15, no. 4: 234. https://doi.org/10.3390/info15040234

APA Style

Tsoni, R., Paxinou, E., Gkoulalas-Divanis, A., Karapiperis, D., Kalles, D., & Verykios, V. S. (2024). Exploiting Properties of Student Networks to Enhance Learning in Distance Education. Information, 15(4), 234. https://doi.org/10.3390/info15040234

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