Palate 发表于 2025-3-28 14:44:08
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C. B. Holmes,J. H. Snoeijer,Th VoigtmannWe indicate how tools of extremal graph theory, mainly the stability method for Turán graphs, can be applied to derive upper bounds for face numbers of flag triangulations of spheres and manifolds.alliance 发表于 2025-3-29 17:44:12
Extremal Graph Theory and Face Numbers of Flag Triangulations of ManifoldsWe indicate how tools of extremal graph theory, mainly the stability method for Turán graphs, can be applied to derive upper bounds for face numbers of flag triangulations of spheres and manifolds.cornucopia 发表于 2025-3-29 20:06:38
M. Clincy,H. S. Bond,S. Whitelamlourished, with striking structural developments and a growing field of applications. Part of the reason for this blossoming may lie in the startling developments of computer science, which have taught us to look at mathematics with algorithmic eyes.入会 发表于 2025-3-30 01:05:57
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Course 1: Nonequilibrium Phase Transitions,ength three. The above presentation is called a triangular group presentation and the group it generates is called a triangular group. We study the following model . of a random triangular group. The set of relations . in . is chosen randomly, namely every relation is present in . independently with