A step towards finding the analog of the Four-Color Theorem for (n, m)-graphs

被引：0

作者：

Bandopadhyay, Susobhan ^{[1
]}

Sen, Sagnik ^{[2
]}

Taruni, S. ^{[2
]}

机构：

[1] National Institute of Science, Education and Research, OCC of Homi Bhabha National Institute, Bhubaneswar, India

[2] Indian Institute of Technology, Dharwad, India

来源：

arXiv | 2024年

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摘要：

引用

共 25 条

[1] Towards a brief proof of the Four-Color Theorem without using a computer: theorems to be used for proving the Four-Color Theorem
Ohnishi, Koji
ARTIFICIAL LIFE AND ROBOTICS, 2009, 14 (04) : 551 - 556
[2] Towards a brief proof of the Four-Color Theorem without using a computer: theorems to be used for proving the Four-Color Theorem
Koji Ohnishi
Artificial Life and Robotics, 2009, 14 (4) : 551 - 556
[3] An approximate restatement of the Four-Color Theorem
Das Sarma, Atish
Gajewar, Amita S.
Lipton, Richard J.
Nanongkai, Danupon
Journal of Graph Algorithms and Applications, 2013, 17 (05) : 567 - 573
[4] Piecewise Algebraic Curves and Four-Color Theorem
Gong, Dian-Xuan
Wang, Ren-Hong
UTILITAS MATHEMATICA, 2010, 83 : 201 - 210
[5] The Four-Color Theorem and the Aesthetics of Computational Proof
Forbes-Macphail, Imogen
CRITICAL INQUIRY, 2025, 51 (03) : 470 - 491
[6] Temperley-Lieb algebras and the four-color theorem
Kauffman, L
Thomas, R
COMBINATORICA, 2003, 23 (04) : 653 - 667
[7] Temperely-Lieb Algebras and the Four-Color Theorem
Louis Kauffman*
Robin Thomas†
Combinatorica, 2003, 23 : 653 - 667
[8] Four-Color Theorem and Level Set Methods for Watershed Segmentation
Erlend Hodneland
Xue-Cheng Tai
Hans-Hermann Gerdes
International Journal of Computer Vision, 2009, 82 : 264 - 283
[9] Four-Color Theorem and Level Set Methods for Watershed Segmentation
Hodneland, Erlend
Tai, Xue-Cheng
Gerdes, Hans-Hermann
INTERNATIONAL JOURNAL OF COMPUTER VISION, 2009, 82 (03) : 264 - 283
[10] An Evolutionary Algorithm Based on the Four-Color Theorem for Location Area Planning
Chen, Lei
Liu, Hai-Lin
MATHEMATICAL PROBLEMS IN ENGINEERING, 2013, 2013

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