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Software

Numerical investigation of movable singularities of the complex valued solutions of ordinary differential equations

Programs are published under GPL License. Before use, please read carefully following informations:
  1. The programs can serve as an qualitative tools used to illustration of solutions or first step in examination of ODEs (Ordinary Differential Equations). Be warned if you want to use them in quantitative studies.
  2. The programs were written by means of high standards, however, author is not responsible for any damages that result from the use of these program. Use them at your own risk.
  3. If you have any comments, suggestions, questions please write. I will try to answer them in reasonable time.
  4. Documentation for C++ programs can be generated using Doxygen (use: make Generate-doc).
  5. If you find these programs or ideas useful please cite the paper which describe them:

    Radosław A. Kycia Scheme for numerical investigation of movable singularities of the complex valued solutions of ordinary differential equations,
    V.P. Gerdt et al. (Eds.): CASC Workshop 2014, LNCS 8660, pp. 288–303, 2014

    CASC 2014 presentation

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Plots from the paper

Mathematica package to derive weight-homogeneous decompositions of vector fields

Programs are published under GPL License. Before use, please read carefully following informations:
  1. The program is based on the theory described in Goriely, A. 2001 Integrability and nonintegrability of dynamical systems Advanced Series on Nonlinear Dynamics, World Scientific
  2. The programs were written by means of high standards, however, author is not responsible for any damages that result from the use of these program. Use them at your own risk.
  3. If you have any comments, suggestions, questions please write. I will try to answer them in reasonable time.
  4. If you find these programs or ideas useful please cite the paper which describe them:

    Radosław A. Kycia A Mathematica package to derive weight-homogeneous decompositions of vector fields,
    J. Phys.: Conf. Ser. 563 012018 doi:10.1088/1742-6596/563/1/012018

Downloads