Black, M., Lin, L., Nayyeri, A., & Wong, W. (2024). Biharmonic Distance of Graphs and its Higher-Order Variants: Theoretical Properties with Applications to Centrality and Clustering.
Chicago Style (17th ed.) CitationBlack, Mitchell, Lucy Lin, Amir Nayyeri, and Weng-Keen Wong. Biharmonic Distance of Graphs and Its Higher-Order Variants: Theoretical Properties with Applications to Centrality and Clustering. 2024.
MLA (9th ed.) CitationBlack, Mitchell, et al. Biharmonic Distance of Graphs and Its Higher-Order Variants: Theoretical Properties with Applications to Centrality and Clustering. 2024.
Warning: These citations may not always be 100% accurate.