Results 211 to 220 of about 25,547 (250)
On an extremal inverse problem in graph theory
Summary: We consider the problem of constructing a graph having some given number of independent sets. The bounds are obtained for the number of vertices in bipartite graphs with the prescribed number of independent sets and for the number of inclusion maximal independent sets.
A. B. Dainyak, A. D. Kurnosov
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AN EXTREMAL PROBLEM IN GRAPH THEORY
H. L. Abbott, D. Hanson, A. C. LIU
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Two problems in extremal graph theory
Paul Erdős
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On an extremal problem concerning the theory of graphs
Chong-Yun Chao
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On some extremal problems in discrete geometry and applications of extremal graphs
Journal of Institute of Mathematics and Digital TechnologyIntroducing the notions of distant pairs of vertices and big subtriangles of a polygon, and using extremal graph theory—specifically, Tutan's graph—we establish upper bounds for: the sum of distances between all distant pairs of vertices in polygons ...
Gonchigdorzh Radnaasumberel
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Some problems in extremal graph theory and finite geometry
2023This thesis is devoted to the study of several problems in extremal graph theory and finite geometry. We study properties such as girth, spectrum, and automorphism group of various families of algebraically defined graphs. We present a new and shorter proof of the girth of the family of graphs D(n, q). We also determine the asymptotics of the number of
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Problems in Coding Theory and Extremal Combinatorics
, 2020Christopher Cox
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Problems in Discrete Geometry, Incidence Geometry,and Extremal Graph Theory
In this thesis, we study several problems from discrete geometry, incidence geometry, and extremal graph theory. In Chapter 1, we discuss some results in discrete geometry. We study three different but similar discrete geometry problems, which share a similar idea on constructions.openaire +1 more source
On an extremal inverse problem in the graph theory
Diskretnyi analiz i issledovanie operatsii, 2015Dainiak, A. B., Kurnosov, A. D.
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SOME OF MY FAVORITE SOLVED AND UNSOLVED PROBLEMS IN GRAPH THEORY
, 1993P. Erdös
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