Titlebook: Building Bridges II; Mathematics of Lászl Imre Bárány,Gyula O. H. Katona,Attila Sali Book 2019 J?nos Bolyai Mathematical Society and Sprin

急急忙忙

Approximations of Mappings,roximating a continuous mapping by a finite mapping. This problem is the inverse problem of the construction of a continuous limit for first-order convergent sequences of finite mappings. We solve the approximation problem and, consequently, the full characterization of limit objects for mappings fo

長處

Subspace Arrangements, Graph Rigidity and Derandomization Through Submodular Optimization,are polynomials over a field). This class was introduced, in a different language, by Lovász?[.] in his study of flats in matroids, and proved a duality theorem putting this problem in .. As such, our result is another demonstration where “good characterization” in the sense of Edmonds leads to an e

Left-Atrium

GRIEF

Embedding Graphs into Larger Graphs: Results, Methods, and Problems,e select some of those results which either we feel very important in this field or which are . results, or which—for some other reasons—are very close to us. Some results discussed here got stronger emphasis, since they are connected to Lovász (and sometimes to us).

尊敬

Imre Bárány,Gyula O. H. Katona,Attila SaliIncludes 14 contributions of leading researchers in the fields of combinatorics and computer science.Builds bridges between discrete and continuous mathematics.Includes open problems in various connec

MOAT

Bolyai Society Mathematical Studieshttp://image.papertrans.cn/b/image/191591.jpg

男生戴手銬

https://doi.org/10.1007/978-3-662-59204-5discrete mathematics; theoretical computer science; graph theory; codes; desgins; graph limits; combinator

內(nèi)閣

Ostrich

Building Bridges II978-3-662-59204-5Series ISSN 1217-4696 Series E-ISSN 2947-9460

forestry

Akshay Mohan Pujar,Chetan Kulkarnitheoretic results like Schrijver’s theorem on the number of perfect matchings of regular bipartite graphs and its variants from the point of view of graph limit theory. We also study the number of matchings of finite and infinite vertex-transitive graphs.