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Kuratowski's theorem
Known as:
Kuratowski theorem
In graph theory, Kuratowski's theorem is a mathematical forbidden graph characterization of planar graphs, named after Kazimierz Kuratowski. It…
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Related topics
Related topics
26 relations
Branch and cut
Certifying algorithm
Clique (graph theory)
Clique problem
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2018
2018
Cantor-Kuratowski theorem in uniformizable spaces
J. Souza
,
Richard W. M. Alves
2018
Corpus ID: 119179931
This manuscript extends the Cantor-Kuratowski intersection theorem from the setting of metric spaces to the setting of…
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2017
2017
ON UNDERSTANDING ELECTRICAL NETWORKS AND GRAPHS THROUGH MUTUAL TRANSLATIONS
S. Sheeba
,
B. R. Srinivasa
2017
Corpus ID: 125902620
A s the title suggests the main aim of this paper is to study electrical network/circuit diagrams in term of graphs and…
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2012
2012
A Planarity Test via Construction Sequences
Jens M. Schmidt
International Symposium on Mathematical…
2012
Corpus ID: 3265527
Linear-time algorithms for testing the planarity of a graph are well known for over 35 years. However, these algorithms are quite…
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2011
2011
Facets in the Crossing Number Polytope
Markus Chimani
SIAM Journal on Discrete Mathematics
2011
Corpus ID: 9509488
In the last years, several integer linear programming (ILP) formulations for the crossing number problem arose. While they all…
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2008
2008
KNASTER-KURATOWSKI-MAZURKIEWICZ THEOREM IN MINIMAL GENERALIZED CONVEX SPACES
M. Alimohammady
,
M. Roohi
,
M. R. Delavar
2008
Corpus ID: 123294726
This paper deals with some results in generalized convex spaces. The notion of minimal generalized convex space is introduced and…
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2001
2001
Simplified O(n) algorithms for planar graph embedding, Kuratowski subgraph isolation, and related problems
J. Boyer
2001
Corpus ID: 125939459
A graph is planar if it can be drawn on the plane with vertices at unique locations and no edge intersections. Due to the wealth…
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1997
1997
TOPOLOGICAL CHIRALITY OF MINIMALLY COLORED KURATOWSKI GRAPHS
C. Liang
,
K. Mislow
1997
Corpus ID: 99666488
1995
1995
FKKM定理和Ky Fan极小极大不等式在H-空间中的推广及其关于极大元的应用
杨琍
1995
Corpus ID: 181115618
本文通过放弃凸性和放松γ-对角拟凹性等条件,在H-空间中推广了Fan-Knaster-Kuratowski-Mazurkiewicz(FKKM)定理和Ky Fan…
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1983
1983
Continuous images of Lusin sets
J. B. Brown
,
G. V. Cox
1983
Corpus ID: 122566119
. It is the purpose of this note to further clarify the relationship between continuous images of Lusin sets and concentrated…
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1977
1977
Windows and Floor Plans
J. A. Lynes
1977
Corpus ID: 119921601
This note discusses a relationship between planning requirements which simultaneously demand that rooms satisfy some set of…
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