Samotij, Local resilience of almost spanning trees in random graphs, Random Structures and Algorithms 38 (2011), 121-139. (Cited on page 2.)J. Balogh, B. Csaba, and W. Samotij. Local resilience of almost spanning trees in random graphs. Random Structures & Algorithms, 38(1-2):121-...
Person, Universality for bounded degree spanning trees in randomly perturbed graphs, arXiv:1802.04707 (2018), 12 pages. Accepted for publication in Random Structures & Algorithms. O2, 4, 5J. B¨ottcher, J. Han, Y. Kohayakawa, R. Montgomery, O. Parczyk, and Y. Person, Universality of ...
Spanning trees in regular graphs, Vanderbilt University (1980-1981) Computer Science Tech. Rep. CS-81-01 10. B.D. McKay Subgraphs of random graphs with specified degrees paper presented at the Twelfth Southeastern Conference on Combinatorics, Graph Theory and Computing, Baton Rouge, 1981, Congress...
Working with tree graphs is always easier than with loopy ones and spanning trees are the closest tree-like structures to a given graph. We find a correspondence between the solutions of random K-satisfiability problem and those of spanning trees in the associated factor graph. We introduce a ...
Julia Stadlmann_ Primes in arithmetic progressions to smooth moduli (NTWS 234) 42:49 Katherine E. Stange_ The local-global conjecture for Apollonian circle packings 52:56 On the Gross—Stark conjecture 3 by Mahesh Kakde 01:08:40 Alex Kontorovich_ Spanning Trees of Graphs (NTWS 237)...
本期专栏为 “谱图理论” 系列的第13期,将介绍耶鲁大学教授、两届哥德尔奖得主 Daniel A. Spielman 所著图书 《Spectral and Algebraic Graph Theory》 (电子版链接) 第十三章 Ch13: Random Spanning Trees 中…
Key to our result is to use a random embedding of part of the tree using ‘guide sets’ and embedding many leaves (and small subtrees) of the tree using ‘guide graphs’. This replaces the regularity methods of [11,18,19], and is sketched in Section 2, where we also outline the ...
In: International Symposium on Mathematical Foundations of Computer Science, pp. 280–290. Springer (1988) Durfee, D., Kyng, R., Peebles, J., Rao, A.B., Sachdeva, S.: Sampling random spanning trees faster than matrix multiplication. In: Proceedings of the 49th Annual ACM Symposium on ...
Istvan Tomon (ETH Zurich): Ramsey properties of string graphs 448 -- 8:30:15 App Cycles and trees in (pseudo)random graphs, Hong Liu 1600 -- 51:49 App 陶哲轩 The Erdős Discrepancy Problem 96 -- 51:35 App Annika Heckel: Non-concentration of the chromatic number 70 -- 53:16 ...
X. Gu: Connectivity and Spanning Trees of Graphs. PhD Dissertation, West Virginia University, 2013. Google Scholar X. Gu, H.-J. Lai, P. Li, S. Yao: Edge-disjoint spanning trees, edge connectivity and eigenvalues in graphs. J. Graph Theory 81 (2016), 16–29. Article MathSciNet MATH...