Solving systems of polynomials: theory and practice...

Main
Mathematics - Computer Algebra
Solving systems of polynomials: theory...

Solving systems of polynomials: theory and practice (Calculemus slides)

Davenport J.H.

0 / 0

Quanto ti piace questo libro?

Qual è la qualità del file?

Scarica il libro per la valutazione della qualità

Qual è la qualità dei file scaricati?

Categorie:

Mathematics - Computer Algebra

Lingua:

english

Pagine:

59

File:

DJVU, 132 KB

IPFS:

,

english0

Scaricare (djvu, 132 KB)

La conversione in è in corso

La conversione in non è riuscita

Puoi essere interessati a

Evan Merrill Bullock — A brief introduction to computational algebraic geometry

Michael Hancock — Gröbner Bases and Invariant Theory [Lecture notes]

Jens-Are Amundsen — The use of d-truncated Gröbner bases in cryptanalysis of symmetric ciphers [Master thesis]

Bud Mishra, Chee Yap — Notes on Gröbner bases

T. Dubé, Bud Mishra, Chee-Keng Yap — Complexity of Buchberger’s algorithm for Gröbner bases

Kaitlyn Moran — Gröbner Bases and their Applications

John Edward Perry — Combinatorial Criteria for Gröbner Bases

Grant Walker — Polynomials [Lecture notes]

Cox et al — Using Algebraic Geometry

A.J.M. Segers — Algebraic Attacks from a Gröbner Basis Perspective [Master thesis]

Carolyn Wendler — Groebner Bases with an Application to Integer Programming [expository notes]

Ajwa, Liu, Wang. — Groebner bases algorithm: an introduction

Raphael Nauheim — Systems of Algebraic Equations with Bad Reduction

Lakshman. — Complexity of Groebner basis of radical ideal

Winkler, Buchberger et al. — Algorithm 628. Groebner bases for polynomial ideals

Gonzalez-Campos, Gonzalez-Vega — Computing the Cylindrical Algebraic Decomposition Adapted to a Set of Equalities

Lorenzo Robbiano — Computational aspects of commutative algebra

David A Cox, John Little, Donal O'Shea — Using Algebraic Geometry

David A Cox, John Little, Donal O'Shea — Using Algebraic Geometry, Second Edition

David A. Cox, John Little, Donal O’shea (auth.) — Using Algebraic Geometry

Ralf Fröberg — An Introduction to Gröbner Bases

Bruno Buchberger, Franz Winkler — Gröbner Bases and Applications

E. Becker, R. Neuhaus (auth.), Frédéric Eyssette, André Galligo (eds.) — Computational Algebraic Geometry

David A. Cox, Bernd Sturmfels, Dinesh N. Manocha (ed.) — Applications of Computational Algebraic Geometry: American Mathematical Society Short Course January 6-7, 1997 San Diego, California

Bronstein. — Gsolve - faster Groebner bases solver

Massimo Caboara — Dynamic algorithm for Groebner bases

Issac — Proceedings ISSAC (Oxford)

— Proceedings ISSAC (St.Andrews)

David A. Cox, John Little;Donal OShea — Ideals, Varieties, and Algorithms

Cox, David A., Little, John, O'Shea, Donal — Ideals, Varieties, and Algorithms: An Introduction to Computational Algebraic Geometry and Commutative Algebra (Undergraduate Texts in Mathematics)

— Mats Jirstrand. Algebraic Methods for Modeling and Design in Control

Termini più frequenti