Dibyayan Chakraborty
- Position
- Lecturer
- Areas of expertise
- Graph theory, Graph algorithms, Algorithmic and structural aspects of geometric intersection graphs, Approximation algorithms
- Faculty
- Faculty of Engineering and Physical Sciences
- School
- School of Computing
- Website
- Personal webpage
All publications: DBLP and Google Scholar.
Submitted articles
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- with Carl Feghali , Reem Mahmoud. Kempe Equivalent List Colorings Revisited. [Arxiv]
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- with L. Sunil Chandran, Dalu Jacob, Raji R. Pillai. χ-binding functions for squares of bipartite graphs and its subclasses. [Arxiv]
Selected Journal Publications
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- with L. Sunil Chandran, Sajith Padinhatteeri, Raji R. Pillai. s-Club Cluster Vertex Deletion on Interval and Well-Partitioned Chordal Graphs. Discrete Applied Mathematics.
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- with Harmender Gahlawat, Bodhayan Roy. Algorithms and complexity for geodetic sets on partial grids. Theoretical Computer Science.
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- with Kshitij Gajjar. Finding Geometric Representations of Apex Graphs is NP-Hard. Theoretical Computer Science.
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- with Sandip Das, Joydeep Mukherjee. On dominating set of some subclasses of string graphs. Computational Geometry. [Arxiv]
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- with Sandip Das, Srijit Mukherjee, Uma kant Sahoo, Sagnik Sen. Triangle-free projective-planar graphs with diameter two: domination and characterization. Discrete Applied Mathematics [Arxiv ]
Selected Conference Publications
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- with Jérémie Chalopin , Florent Foucaud, and Yann Vaxès. Isometric path complexity of graphs. MFCS, 2023. [Arxiv]
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- with Édouard Bonnet, and Julien Duron. Cutting Barnette graphs perfectly is hard. WG, 2023. [Arxiv]
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- with Antoine Dailly, Sandip Das, Florent Foucaud, Harmender Gahlawat and Subir Kumar Ghosh. Complexity and algorithms for ISOMETRIC PATH COVER on chordal graphs and beyond. ISAAC, 2022. [HAL]
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- with Édouard Bonnet, DC, Eun Jung Kim, Noleen Köhler, Raul Lopes, Stéphan Thomassé. Twin-width VIII: delineation and win-wins. IPEC, 2022. [Arxiv]
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- with L. Sunil Chandran, Sajith Padinhatteeri, Raji R. Pillai. s-Club Cluster Vertex Deletion on Interval and Well-Partitioned Chordal Graphs. WG 2022.