2008 |
32 | EE | Vladimir P. Gerdt,
Mikhail V. Zinin:
A pommaret division algorithm for computing Grobner bases in boolean rings.
ISSAC 2008: 95-102 |
31 | EE | Ochbadrakh Chuluunbaatar,
A. A. Gusev,
Vladimir P. Gerdt,
V. A. Rostovtsev,
Sergey I. Vinitsky,
A. G. Abrashkevich,
Michail S. Kaschiev,
V. V. Serov:
POTHMF: A program for computing potential curves and matrix elements of the coupled adiabatic radial equations for a hydrogen-like atom in a homogeneous magnetic field.
Computer Physics Communications 178(4): 301-330 (2008) |
2007 |
30 | EE | Ochbadrakh Chuluunbaatar,
Alexander Gusev,
Vladimir P. Gerdt,
Michail S. Kaschiev,
Vitaly Rostovtsev,
Valentin Samoylov,
Tatyana Tupikova,
Sergey I. Vinitsky:
A Symbolic-Numerical Algorithm for Solving the Eigenvalue Problem for a Hydrogen Atom in the Magnetic Field: Cylindrical Coordinates.
CASC 2007: 118-133 |
29 | EE | Vladimir P. Gerdt,
Arsen Khvedelidze,
Yuri Palii:
Deducing the Constraints in the Light-Cone SU (3) Yang-Mills Mechanics Via Gröbner Bases.
CASC 2007: 145-159 |
28 | EE | Sergey I. Vinitsky,
Vladimir P. Gerdt,
A. A. Gusev,
Michael S. Kaschiev,
Vitaly Rostovtsev,
V. N. Samoilov,
T. V. Tupikova,
Ochbadrakh Chuluunbaatar:
A symbolic-numerical algorithm for the computation of matrix elements in the parametric eigenvalue problem.
Programming and Computer Software 33(2): 105-116 (2007) |
27 | EE | Vladimir P. Gerdt,
Yuri A. Blinkov:
On selection of nonmultiplicative prolongations in computation of Janet bases.
Programming and Computer Software 33(3): 147-153 (2007) |
2006 |
26 | EE | Alexander Gusev,
Vladimir P. Gerdt,
Michail S. Kaschiev,
Vitaly Rostovtsev,
Valentin Samoylov,
Tatyana Tupikova,
Sergey I. Vinitsky:
A Symbolic-Numerical Algorithm for Solving the Eigenvalue Problem for a Hydrogen Atom in Magnetic Field.
CASC 2006: 205-218 |
25 | EE | Vladimir P. Gerdt:
Groebner Bases Applied to Systems of Linear Difference Equations
CoRR abs/cs/0611041: (2006) |
24 | EE | Vladimir P. Gerdt,
Yuri A. Blinkov,
Vladimir V. Mozzhilkin:
Gröbner Bases and Generation of Difference Schemes for Partial Differential Equations
CoRR abs/math/0605334: (2006) |
23 | EE | Sergey I. Vinitsky,
Vladimir P. Gerdt,
Alexander Gusev,
Michail S. Kaschiev,
V. A. Rostovtsev,
V. N. Samoilov,
T. V. Tupikova,
Yoshio Uwano:
Symbolic algorithm for factorization of the evolution operator of the time-dependent Schrödinger equation.
Programming and Computer Software 32(2): 103-113 (2006) |
22 | EE | Vladimir P. Gerdt,
D. A. Yanovich:
Effectiveness of involutive criteria in computation of polynomial Janet bases.
Programming and Computer Software 32(3): 134-138 (2006) |
2005 |
21 | EE | Vladimir P. Gerdt,
Yuri A. Blinkov:
Janet-Like Monomial Division.
CASC 2005: 174-183 |
20 | EE | Vladimir P. Gerdt,
Yuri A. Blinkov:
Janet-Like Gröbner Bases.
CASC 2005: 184-195 |
19 | EE | Alexander Gusev,
Vladimir P. Gerdt,
Michail S. Kaschiev,
Vitaly Rostovtsev,
Valentin Samoylov,
Tatyana Tupikova,
Yoshio Uwano,
Sergey I. Vinitsky:
Symbolic-Numerical Algorithm for Solving the Time-Dependent Schrödinger Equation by Split-Operator Method.
CASC 2005: 244-258 |
18 | EE | Vladimir P. Gerdt,
Daniel Robertz:
A Maple Package for Computing Groebner Bases for Linear Recurrence Relations
CoRR abs/cs/0509070: (2005) |
17 | EE | Vladimir P. Gerdt,
D. A. Yanovich:
Parallel computation of Janet and Gröbner bases over rational numbers.
Programming and Computer Software 31(2): 73-80 (2005) |
2003 |
16 | EE | Vladimir P. Gerdt,
D. A. Yanovich:
Implementation of the FGLM Algorithm and Finding Roots of Polynomial Involutive Systems.
Programming and Computer Software 29(2): 72-74 (2003) |
15 | EE | Giuseppa Carrà Ferro,
Vladimir P. Gerdt:
Improved Kolchin-Ritt Algorithm.
Programming and Computer Software 29(2): 83-87 (2003) |
2002 |
14 | EE | Vladimir P. Gerdt:
On an Algorithmic Optimization in Computation of Involutive Bases.
Programming and Computer Software 28(2): 62-65 (2002) |
2001 |
13 | EE | Vladimir P. Gerdt,
D. A. Yanovich,
Yuri A. Blinkov:
Fast Search for the Janet Divisor.
Programming and Computer Software 27(1): 22-24 (2001) |
1997 |
12 | EE | Vladimir P. Gerdt,
Vladimir V. Kornyak:
An algorithm for analysis of the structure of finitely presented Lie algebras.
Discrete Mathematics & Theoretical Computer Science 1(2): 217-228 (1997) |
1996 |
11 | | Vladimir P. Gerdt,
Vladimir V. Kornyak:
Construction of Finitely Presented Lie Algebras and Superalgebras.
J. Symb. Comput. 21(3): 337-349 (1996) |
1991 |
10 | EE | Vladimir P. Gerdt,
N. V. Khutornoy,
A. Yu. Zharkov:
Lie-Bäcklund Symmetries of Coupled Nonlinear Schrödinger Equations.
ISSAC 1991: 313-314 |
9 | | Vladimir P. Gerdt:
Computer Algebra Tools for Higher Symmetry Analysis of Nonlinear Evolution Equations.
Programming Environments for High-Level Scientific Problem Solving 1991: 107-117 |
1990 |
8 | EE | Vladimir P. Gerdt,
A. Yu. Zharkov:
Computer Generation of Necessary Integrability Conditions for Polynomial-Nonlinear Evolution Systems.
ISSAC 1990: 250-254 |
7 | EE | Vladimir P. Gerdt,
N. V. Khutornoy,
A. Yu. Zharkov:
Solving Algebraic Systems which Arise as Necessary Integrability Conditions for Polynomial-Nonlinear Evolution Equations.
ISSAC 1990: 299 |
6 | | Vladimir P. Gerdt,
A. Yu. Zharkov:
Computer Classification of Integrable Coupled KdV-like Systems.
J. Symb. Comput. 10(2): 203-208 (1990) |
1987 |
5 | | R. N. Fedorova,
Vladimir P. Gerdt,
N. N. Govorun,
V. P. Shirikov:
Computer algebra in physical research of Joint Institute for Nuclear Research.
EUROCAL 1987: 1-10 |
4 | | Vladimir P. Gerdt,
N. A. Kostov,
Z. T. Kostova:
Computer algebra and computation of Puiseux expansions of algebraic functions.
EUROCAL 1987: 206-207 |
3 | | Vladimir P. Gerdt,
A. B. Shabat,
S. I. Svinolupov,
A. Yu. Zharkov:
Computer algebra applications for investigating integrability of nonlinear evolution systems.
EUROCAL 1987: 81-92 |
2 | | Vladimir P. Gerdt,
A. Yu. Zharkov:
Computer classification of integrable seventh order MKdV-like equations.
EUROCAL 1987: 93-94 |
1985 |
1 | | Vladimir P. Gerdt,
A. B. Shvachka,
A. Yu. Zharkov:
Computer Algebra Application for Classification of Integrable Non-Linear Evolution Equations.
J. Symb. Comput. 1(1): 101-107 (1985) |