Search

Your search keyword '"*GRAPHIC methods"' showing total 2 results
2 results on '"*GRAPHIC methods"'

1. On graphs in which the neighborhoods of vertices are pseudogeometric graphs for pG s − 2( s, t).

Author

Gutnova, A. and Makhnev, A.

Subjects
*VERTEX operator algebras, *GRAPHIC methods, *GEOMETRY, *OPERATOR algebras, *MATHEMATICS, *RESEARCH
Abstract

The article presents a study concerning graphs in relation to neighborhoods of vertices which are considered as pseudogeometric graphs for pGs-2(s,t). It notes that graphs in the said study are being classified. It cites that the degree of a vertex is determined as the number of vertices in its neighborhood. It acknowledges that the study is backed up by several institutions including the Department of Mathematical Sciences of the Russian Academy of Sciences, National Academy of Sciences of Belarus and Russian Foundation for Basic Research.

Published
2010
Full Text
View/download PDF

2. Parameters of semilinear Higman graphs.

Author

Belousov, I. and Makhnev, A.

Subjects
*GRAPHIC methods, *ARBITRARY constants, *MATHEMATICS, *GEOMETRY, *RINGS of integers, *GRAPH theory
Abstract

The article presents a study on mathematics concerning semilinear Higman graphs' parameter. It notes that semilinear Higman graph is a strong regular graph which studied semilinear graphs and semitriangular of rank. It mentions that strong regular graphs with positive integers of parameters are called pseudogeometric graph. It acknowledges that the study is backed up by several institutions including Department of Mathematical Sciences of the Russian Academy of Sciences, Russian Foundation for Basic Research and National Academy of Sciences of Belarus.

Published
2010
Full Text
View/download PDF

Catalog

Books, media, physical & digital resources
See catalog results