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A Maple Package on Symbolic Computation of Conserved
Densities for (1+1)-Dimensional Nonlinear Evolution Systems
conservation laws nonlinear evolution systems computer algebra
2007/8/15
2007Vol.47No.6pp.961-968DOI:
A Maple Package on Symbolic Computation of Conserved
Densities for (1+1)-Dimensional Nonlinear Evolution Systems
YANG Xu-Dong,1 RUAN Hang-Yu,1 and LOU...
Symbolic Computation and q-Deformed Function Solutions of
(2+1)-Dimensional Breaking Soliton
Equation
q-deformed hyperbolic functions symbolic
computation Riccati equation soliton-like solution
2007/8/15
2007Vol.47No.2pp.270-274DOI:
Symbolic Computation and q-Deformed Function Solutions of
(2+1)-Dimensional Breaking Soliton
Equation
CAO Li-Na,1 WANG Deng-Shan,2 and CHEN Lan-Xin3
...
Symbolic Computation Study of (2+1)-Dimensional Dispersive
Long Wave Equations
dispersive long wave equations symbolic
computation exact solution localized structure
2007/8/15
2006Vol.46No.2pp.199-202DOI:
Symbolic Computation Study of (2+1)-Dimensional Dispersive
Long Wave Equations
LÜ Zhuo-Sheng1,2 and XIE Fu-Ding2,3
1 School of Science,...
Symbolic Computation and New Families of Exact Non-travelling Wave
Solutions of (2+1)-dimensional
Broer-Kaup Equations
non-travelling wave solutions improved tanh
function method generalized Riccati equation
2007/8/15
2006Vol.45No.6pp.985-990DOI:
Symbolic Computation and New Families of Exact Non-travelling Wave
Solutions of (2+1)-dimensional
Broer-Kaup Equations
ZHANG Sheng1 and XIA Tie-Chen...
Symbolic Computation and Construction of Soliton-Like Solutions to the (2+1)-Dimensional Breaking Soliton Equation
generalized expansion method of Riccati equation symbolic
computation breaking soliton equation soliton-like solutions
solitons
2007/8/15
2003Vol.40No.2pp.137-142DOI:
Symbolic Computation and Construction of Soliton-Like Solutions to the (2+1)-Dimensional Breaking Soliton Equation
CHEN Yong, LI Biao, and ZHANG Hong...
Using Symbolic Computation to Exactly Solve the Integrable Broer-KaupEquations in (2+1)-Dimensional Spaces
BK equations symbolic computation non-travelling wave solution
2007/8/15
2005Vol.43No.4pp.585-590DOI:
Using Symbolic Computation to Exactly Solve the Integrable Broer-KaupEquations in (2+1)-Dimensional Spaces
XIE Fu-Ding,1,2 CHEN Jing1, and LÜ Zhu...
Symbolic Computation of Extended Jacobian Elliptic
Function Algorithm for Nonlinear Differential-Different Equations
integrable discrete nonlinear Schrö dinger equation extended Jacobian elliptic
function expansion approach doubly-periodic wave solutions solitonic
solutions singly-periodic wave solutions
2007/8/15
2005Vol.43No.3pp.471-478DOI:
Symbolic Computation of Extended Jacobian Elliptic
Function Algorithm for Nonlinear Differential-Different Equations
DAI Chao-Qing, MENG Jian-Ping, an...
Dr. Wolfgang Schreiner, Professor of Research Institute for Symbolic Computation Linz, Austria（图）
Professor 教授 Research Institute for Symbolic Computation Theorema Formal Methods Parallel and Distributed Computing
2007/12/24
Dr. Wolfgang Schreiner, Professor of Research Institute for Symbolic Computation Linz, Austria.Research: Formal Methods; Parallel and Distributed Computing.
Dr. Tudor Jebelean, Professor of Research Institute for Symbolic Computation Linz, Austria（图）
Professor 教授 Research Institute for Symbolic Computation Theorema Symbolic Scientific Computing Systolic multiprecision arithmetic
2007/12/24
Dr. Tudor Jebelean, Professor of Research Institute for Symbolic Computation Linz, Austria. Research: Theorema: automatic reasoning in natural style; Numerical and Symbolic Scientific Computing; Syst...
Research Institute for Symbolic Computation of the Johannes Kepler University Linz, Austria（图）
符号演算 Symbolic Computation 计算机代数系统 computer algebra systems
2007/12/24
The Research Institute for Symbolic Computationis an institute of the Johannes Kepler University Linz, Austria.Symbolic Computation is for us:algorithmic solutions of mathematical problems, realizatio...
Dr. Franz Winkler, Chairman of Research Institute for Symbolic Computation Linz, Austria（图）
符号计算 计算代数 Full Professor Chairman Research Institute for Symbolic Computation Symbolic computer algebra differential elimination theory Equational theorem proving
2007/12/24
Dr. Franz Winkler, Full Professor, Chairman of the Research Institute for Symbolic Computation at the Johannes Kepler University Linz, Austria. Research Interests: Symbolic and algebraic computation (...
Symbolic computation of the roots of any polynomial with integer coefficients
Symbolic computation roots polynomial integer coefficients
2010/11/1
The roots of any polynomial of degree m with integer coefficients, can be computed by manipulation of sequences made from 2m distinct symbols and counting the different symbols in the sequences. This ...