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Zero structure theorem for exp-polynomials

Zero structure theorem for exp-polynomials

Richardson D.
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Intro to pseudo-linear algebra

Intro to pseudo-linear algebra

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Integration with error functions

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Invitation to integration in finite terms

Invitation to integration in finite terms

Marchisotto, Zakeri.
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Introduction to FORM language

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Vermaseren J.
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Asymptotics of inverse functions. JSC 1999

Asymptotics of inverse functions. JSC 1999

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Polynomial reduction to 2 variables

Polynomial reduction to 2 variables

Kaltofen.
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Decreasing the nesting depth of square roots

Decreasing the nesting depth of square roots

Borodin et al.
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Simplification of nested radicals (1990 preprint)

Simplification of nested radicals (1990 preprint)

Landau S.
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Complexity of derivatives generated by symbolic differentiation

Complexity of derivatives generated by symbolic differentiation

Fischer, Warsitz.
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Homogeneous decomposition of polynomials

Homogeneous decomposition of polynomials

Weiss.
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On multivariate polynomial decomposition

On multivariate polynomial decomposition

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Functional decomposition of polynomials. the tame case

Functional decomposition of polynomials. the tame case

von zur Gathen.
Année:
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Algorithms for solving linear ODEs

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Integration in finite terms of linear ODEs of 2nd order (Bull. AMS 1927, vol. 33)

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Année:
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Implicitization of rational parametric surfaces

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Algebraic properties of the ring of exp-polynomials (Compl.Var.1989)

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Computer Algebra Recipes. An Introductory Guide to the Mathematical Models of Science

Computer Algebra Recipes. An Introductory Guide to the Mathematical Models of Science

Richard H. Enns, George C. McGuire
Année:
2006
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320
Linear Algebra Coding with Python: Python's application for linear algebra

Linear Algebra Coding with Python: Python's application for linear algebra

Hyun-Seok Son
Année:
2020
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Fichier:
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321
Modular Algorithms in Symbolic Summation and Symbolic Integration

Modular Algorithms in Symbolic Summation and Symbolic Integration

Jürgen Gerhard
Année:
2004
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322
The elementary constant problem

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Année:
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Groebner bases and integration of rational functions

Groebner bases and integration of rational functions

Czichowski.
Année:
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324
Introduction to commutative and noncommutative Groebner bases

Introduction to commutative and noncommutative Groebner bases

Mora.
Année:
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Algorithm 628. Groebner bases for polynomial ideals

Algorithm 628. Groebner bases for polynomial ideals

Winkler, Buchberger et al.
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Unification of Liouvillian extensions

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Bronstein.
Année:
1990
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Extension of Liouville's theorem on integration (SIAM J Comp 1985)

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Singer, Saunders, Caviness.
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328
Asymptotic solution of ODE

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Hardy G.
Année:
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Asymptotic expansions of functional inverses

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Hybrid method for polynomial real roots

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Collins, Krandick.
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Real quantifier elimination in practice, survey

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Automatic derivation of product identities

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Chapman F.W.
Année:
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Improved algorithm for factorization of ODE

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Solutions of ODEs in their coeff field. JSC 2000

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Formal solutions of ODEs

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Termination of Zeilberger's algorithm for hypergeom sums

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Abramov.
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Symbolic summation of Apery series (damaged)

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Permutation Group Algorithms

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Ákos Seress
Année:
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339
Algorithms for Computer Algebra english

Algorithms for Computer Algebra english

Geddes, Czapor, Ladahn
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340
Алгебраическая теория автоматов, языков и групп

Алгебраическая теория автоматов, языков и групп

М.А. Арбиб
Année:
1975
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Real algebraic closure of ordered field, in Axiom

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Rioboo.
Année:
1992
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342
Branch cuts in computer algebra

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Adam Dingle
Année:
1992
Langue:
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GZ, 53 KB
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343
What is a closed-form number

What is a closed-form number

Chow.
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344
Resultants of composed polynomials

Resultants of composed polynomials

Minimair.
Année:
2001
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GZ, 279 KB
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345
Squarefree decomp. of polynomials with parameter and integration

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Diaz-Toca.
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346
Groebner bases, integration, transcendental functions

Groebner bases, integration, transcendental functions

Takayama.
Année:
1990
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347
Note on Kovacic algorithm

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Ulmer, Weil.
Année:
1996
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DJVU, 168 KB
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348
Asymptotics of two variable implicit functions

Asymptotics of two variable implicit functions

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349
Factorization of polynomials using straight-line programs 1989

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Kaltofen.
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350
International Symposium on Symbolic and Algebraic Computation 92: July 27-29, Berkeley California

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Année:
1992
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english
Fichier:
DJVU, 8.51 MB
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english, 1992