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Showing 141-150 of 150 results
  1. Linearization of polynomial flows and spectra of derivations

    We show that a polynomial flow is a solution of a linear ordinary differential equation. From this, we draw conclusions about the possible dynamics...

    Brian Coomes, Victor Zurkowski in Journal of Dynamics and Differential Equations
    Article 01 January 1991
  2. P

    π-Separable Group - A group which has a normal series such that the order of every factor contains at most one prime from π (π is a set of prime...
    Michiel Hazewinkel in Encyclopaedia of Mathematics
    Chapter 1991
  3. Automatic determination of dynamical symmetries of ordinary differential equations

    We describe the application of a computer program CRACKSTAR for the exact analytic solution of overdetermined systems of differential equations which...

    H. J. Pohle, T. Wolf in Computing
    Article 01 December 1989
  4. I

    Icosahedral Space - The three-dimensional space that is the orbit space of the action of the binary icosahedron group on the...
    M. Hazewinkel in Encyclopaedia of Mathematics
    Chapter 1990
  5. Lax representation with spectral parameter on a torus for integrable particle systems

    Complete integrability is proved for the most general class of systems of interacting particles on a straight line with the Hamiltonian including...

    V. I. Inozemtsev in Letters in Mathematical Physics
    Article 01 January 1989
  6. F

    M. Hazewinkel in Encyclopaedia of Mathematics
    Chapter 1989
  7. G

    M. Hazewinkel in Encyclopaedia of Mathematics
    Chapter 1989
  8. D

    M. Hazewinkel in Encyclopaedia of Mathematics
    Chapter 1989
  9. Riccati’s differential equation in birth-death processes

    This note reviews the occurrence of Riccati’s equation in three birth-death type processes, and outlines their solutions.

    Article 01 October 1985
  10. On solving certain differential equations with variable coefficients

    We show how to solve certain types of linear ordinary differential equations with variable coefficients by using Appell polynomials.

    Mourad E. H. Ismail in Aequationes mathematicae
    Article 01 February 1978
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