Some elements from linear alegbra -- Buleev methods and 'Grid' principles of incomplete factorization -- Matrix analysis of incomplete factorization methods -- Problems of theoretical background -- Examples of numerical experiments This book is devoted to numerical methods for …
This book is devoted to numerical methods for solving sparse linear algebra systems of very large dimension which arise in the implementation of the mesh approximations of the partial differential equations. Incomplete factorization is the basis of the wide class of precondition…
Geroldinger and Halter-Koch, both professors of mathematics at Karl Franzens University in Austria, outline the present state of the theory of non-unique factorizations and discuss related algebraic, combinatorial, and analytic fundamentals. The introductory chapter is accessibl…
Rhyming text provides an introduction to multiplication, explaining the concepts of factors and multiples.
Rhyming text provides an introduction to multiplication, explaining the concepts of factors and multiples.
From Gaussian measures to factorization algebras -- Prefactorization algebras and basic examples -- Free field theories -- Holomorphic field theories and vertex algebras -- Factorization algebras: definitions and constructions -- Formal aspects of factorization algebras -- Facto…
Factorization algebras are local-to-global objects that play a role in classical and quantum field theory which is similar to the role of sheaves in geometry: they conveniently organize complicated information. Their local structure encompasses examples like associative and vert…
