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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...
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 ...
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,...
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...
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...
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...
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.Research: Formal Methods; Parallel and Distributed Computing.
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...
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, Full Professor, Chairman of the Research Institute for Symbolic Computation at the Johannes Kepler University Linz, Austria. Research Interests: Symbolic and algebraic computation (...
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 ...

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