E whakaatuhia ana ngā hua e 1 - 20 o te 100 mō te rapu '' Whakamahine hua
  1. 1
    ā- Török, Josef S.
    I whakaputaina 2000
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Analytical mechanics with an introduction to dynamical systems /
  2. 2
    I whakaputaina 1999
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Analyzing multiscale phenomena using singular perturbation methods : American Mathematical Society short course, January 5-6, 1998, Baltimore, Maryland /
  3. 3
    ā- Peters, Nick (Nicholas)
    I whakaputaina 2023
    Connect to electronic resource
    Tuhinga Whakapae Tāhiko īPukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    The application of dynamic mode decomposition to transient dynamics and non-autonomous dynamical systems : submitted in June 2023 for the Master of Mathematical Sciences degree at the University of Canterbury, New Zealand /
  4. 4
    ā- Carvalho, Alexandre Nolasco de
    I whakaputaina 2013
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Attractors for infinite-dimensional non-autonomous dynamical systems /
  5. 5
    ā- Sanders, J. A. (Jan A.)
    I whakaputaina 1985
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Averaging methods in nonlinear dynamical systems /
  6. 6
    ā- Sanders, J. A. (Jan A.)
    I whakaputaina 2007
    Publisher description
    Table of contents only
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Averaging methods in nonlinear dynamical systems /
  7. 7
    ā- Chʻen, Yü-shu
    I whakaputaina 1998
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Bifurcation and chaos in engineering /
  8. 8
    I whakaputaina 1997
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Bifurcation theory and methods of dynamical systems /
  9. 9
    ā- Banks, John, 1957-
    I whakaputaina 2003
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Chaos : a mathematical introduction /
  10. 10
    ā- Alligood, Kathleen T.
    I whakaputaina 1996
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Chaos : an introduction to dynamical systems /
  11. 11
    ā- Abraham, Ralph
    I whakaputaina 1997
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Chaos in discrete dynamical systems : a visual introduction in 2 dimensions /
  12. 12
    ā- Beale, L. C. (Leon Craig)
    I whakaputaina 1988
    Tuhinga Whakapae Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Chaos, strange attractors and bifurcations in dissipative dynamical systems : a thesis submitted in fulfilment of the requirements for the degree of Master of Science in Mathematics in the University of Canterbury /
  13. 13
    ā- Marek, Milos
    I whakaputaina 1991
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Chaotic behaviour of deterministic dissipative systems /
  14. 14
    I whakaputaina 1981
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Classical mechanics and dynamical systems /
  15. 15
    ā- Gros, Claudius
    I whakaputaina 2008
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Complex and adaptive dynamical systems : a primer /
  16. 16
    I whakaputaina 1994
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Complex dynamical systems : the mathematics behind the Mandelbrot and Julia sets /
  17. 17
    ā- Gatermann, Karin, 1961-
    I whakaputaina 2000
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Computer algebra methods for equivariant dynamical systems /
  18. 18
    ā- Collet, Pierre, 1948-
    I whakaputaina 2006
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Concepts and results in chaotic dynamics : a short course /
  19. 19
    ā- Meiss, J. D.
    I whakaputaina 2007
    Contributor biographical information
    Publisher description
    Table of contents only
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Differential dynamical systems /
  20. 20
    ā- Perko, Lawrence
    I whakaputaina 1991
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Differential equations and dynamical systems /

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