Bibliographic Information: Ye, M., Xia, T., Zu, T., Wang, Q., & Kempe, D. (2024). iFlow: An Interactive Max-Flow/Min-Cut Algorithms Visualizer. arXiv preprint arXiv:2411.10484.
Research Objective: This paper introduces iFlow, an interactive visualization tool for the Ford-Fulkerson algorithm, aiming to improve student understanding of Max-Flow/Min-Cut problems. The authors present the design of iFlow and report on a preliminary evaluation of its effectiveness in an undergraduate algorithms class.
Methodology: The authors developed iFlow as a client-side web application using HTML, CSS, JavaScript, and the Cytoscape framework. The tool allows users to create flow networks, execute the Ford-Fulkerson algorithm step-by-step, receive feedback on their actions, and visualize minimum cuts. The authors deployed iFlow in an undergraduate algorithms class and collected student feedback through an optional survey to assess its impact on their understanding of the algorithm.
Key Findings: The study found that students generally perceived iFlow as engaging and useful for learning the Max-Flow/Min-Cut algorithm. The visualization, self-test features, and feedback mechanisms were highlighted as particularly beneficial. Students with varying levels of prior understanding reported positive experiences with the tool.
Main Conclusions: The authors conclude that iFlow is a promising tool for teaching and learning Max-Flow/Min-Cut algorithms. The interactive nature, visualization capabilities, and feedback mechanisms contribute to its effectiveness in enhancing student understanding.
Significance: This research contributes to the field of algorithm visualization and its application in computer science education. The development and evaluation of iFlow provide valuable insights for designing effective tools that cater to diverse learning styles and promote active learning.
Limitations and Future Research: The study acknowledges the limitations of a small sample size and the reliance on self-reported data. Future research could involve larger-scale evaluations, comparisons with other learning methods, and the incorporation of additional Max-Flow/Min-Cut algorithms into iFlow.
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