Monografie
Noncommutative computer algebra with applications in algebraic analysis
- Language
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Englisch
- Notes
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Aachen, Techn. Hochsch., Diss., 2013
- Identifier
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1049821475
Subject
D-Modul , Weyl-Algebra , Gelfand-Kirillov-Dimension , Gröbner-Basis , Elimination , Urbild , Algorithmus , Implementierung; Hochschulschrift
Contributor
- URN
- Rights
-
Der Zugriff auf das Objekt ist unbeschränkt möglich.
- Last update
-
26.01.2023, 1:55 PM CET
Object type
- Monografie
Associated
Other Objects (12)
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Implementation and applications of fundamental algorithms relying on Gröbner bases in free associative algebras
Counting solutions of algebraic systems via triangular decomposition
An L3-U3-quotient algorithm for finitely presented groups
Non-commutative Gröbner Bases and Applications
Counting solutions of algebraic systems via triangular decomposition
Algorithmic analysis of presentations of groups and modules
An L3-U3-quotient algorithm for finitely presented groups
Advances in equational theorem proving : architecture, algorithms, and redundancy avoidance
Generalized involutive bases and their induced free resolutions
Noncommutative computer algebra with applications in algebraic analysis
Implementation and applications of fundamental algorithms relying on Gröbner bases in free associative algebras
Non-commutative computer algebra for polynomial algebras : Gröbner bases, applications and implementation
Implementation and applications of fundamental algorithms relying on Gröbner bases in free associative algebras
Counting solutions of algebraic systems via triangular decomposition
An L3-U3-quotient algorithm for finitely presented groups
Non-commutative Gröbner Bases and Applications
Counting solutions of algebraic systems via triangular decomposition
Algorithmic analysis of presentations of groups and modules
An L3-U3-quotient algorithm for finitely presented groups
Advances in equational theorem proving : architecture, algorithms, and redundancy avoidance
Generalized involutive bases and their induced free resolutions
Noncommutative computer algebra with applications in algebraic analysis
Implementation and applications of fundamental algorithms relying on Gröbner bases in free associative algebras
Non-commutative computer algebra for polynomial algebras : Gröbner bases, applications and implementation
Implementation and applications of fundamental algorithms relying on Gröbner bases in free associative algebras
Counting solutions of algebraic systems via triangular decomposition
An L3-U3-quotient algorithm for finitely presented groups
Non-commutative Gröbner Bases and Applications
Counting solutions of algebraic systems via triangular decomposition
Algorithmic analysis of presentations of groups and modules
An L3-U3-quotient algorithm for finitely presented groups
Advances in equational theorem proving : architecture, algorithms, and redundancy avoidance