Ebook: Combinatorial Functional Equations: Basic Theory
Author: Yanpei Liu
- Genre: Mathematics // Combinatorics
- Series: Volume 1: Basic Theory
- Year: 2019
- Publisher: De Gruyter
- Language: English
- pdf
This monograph, consisting of two books, I and II, includes fresh approaches in the
two branches of combinatorics and functional equations, concentrating on algebraic
approaches to establishing a rigorous theory for discussing the property of being well-
defined and solutions for which it is not necessary to care about convergence or non-
convergence and suitability. Its central feature is in building up a theory for unifying
the theories of counting distinct classes in classifications under a variety of isomor-
phisms on a variety of combinatorial congurations, particularly maps (rooted and
un-rooted), embeddings of graphs on surfaces, even graphs themselves and so forth,
with an infinite partition vector as given parameter.
two branches of combinatorics and functional equations, concentrating on algebraic
approaches to establishing a rigorous theory for discussing the property of being well-
defined and solutions for which it is not necessary to care about convergence or non-
convergence and suitability. Its central feature is in building up a theory for unifying
the theories of counting distinct classes in classifications under a variety of isomor-
phisms on a variety of combinatorial congurations, particularly maps (rooted and
un-rooted), embeddings of graphs on surfaces, even graphs themselves and so forth,
with an infinite partition vector as given parameter.
Download the book Combinatorial Functional Equations: Basic Theory for free or read online
Continue reading on any device:
Last viewed books
Related books
{related-news}
Comments (0)