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The aim of this talk is a description of some old and new developments and generalizations of analytical approaches to the solution of PDEs and the ...
Dec 10, 2024 · The aim of this talk is a description of some old and new developments and generalizations of analytical approaches to the solution of PDEs and ...
This thesis is devoted to the study of symbolic-algebraic factorization, classification, and integration methods for Linear Partial Differential Operators ...
Every equation (∗) is equivalent to a linear algebraic system in coefficients of the polynomials Hi−k1 and Gi−k2 . Since S1 and S2 are coprime, then.
In this issue we are pleased to present a new section of the ACM Communications in Computer Algebra on the abstracts of recent doctoral dissertations in ...
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What are the algebraic methods for linear equations?
These include Singer's eigenring factorization algorithm, factorization via Newton polygons, van Hoeij's methods for local factorization, and an adapted version.
In this paper we present a general procedure for solving first-order au- tonomous algebraic partial differential equations in two independent vari-.
Symbolically, we represent a set of polynomials as a formal linear combination of monomials with unknown coefficients, or template; and a set of candidate ...
instance of · scholarly article ; title. Symbolic and Algebraic Methods for Linear Partial Differential Operators (English) ; author · Ekaterina Shemyakova.
One of the important components of algebraic analysis is the study of analytic. P-modules (i.e., modules over the ring of linear partial differential operators ...