Classical mechanics bib

MECÁNICA CLÁSICA
REFERENCIAS BIBLIOGRÁFICAS
ACTUALES
— DiBenedetto, Emmanuele. Classical mechanics: theory and mathematical modeling.
Nueva
York:
Springer/Science/Business
Media/Birkhäuser/Verlag,
2011.
(LIBRUNAM: QA805 D537)
— McCall, Martin W. Classical mechanics: a modern introduction. Nueva York: John
Wiley & Sons, 2001. (LIBRUNAM: QC125.2 M325)
— Plaschko, Peter; Luis Mier; y Teran Casanueva. Sistemas dinámicos no lineales,
mecánica clásica y transición al caos. México: McGraw-Hill Interamericana/UAM
Unidad Iztapalapa, 2002. (LIBRUNAM: QA614.3 P53)
— Tél, Tamás, y Márton Gruiz. Chaotic dynamics: an introduction based on classical
mechanics. Inglaterra: Cambridge University Press, 2006. (LIBRUNAM: Q172.5C45
T438)
GENERALES
— Abraham, Ralph, y Jerrold E. Marsden. Foundations of mechanics: a mathematical
exposition of classical mechanics with an introduction to the qualitative theory of
dynamical systems and applications to the three body problem. Massachusetts: The
Benjamin/Cummings Publishing Company, 1978. (LIBRUNAM: QA805A26 1978)
— Arya, Atam Parkash. Introduction to classical mechanics. New Jersey: Pearson, 1998.
(LIBRUNAM: QC125.2 A79 1988)
— Barger, Vernon, y Martin Olsson. Classical mechanics: a modern perspective. Nueva
York/México: McGraw-Hill, 1995. (LIBRUNAM: QA805B36 1995)
— Devaney, Robert I. Classical mechanics and dynamical systems. Nueva York: Dekker,
1981. (LIBRUNAM: QA807.5 D47)
— Elton, L. R. B. Concepts of classical mechanics. Nueva York/México: McGraw-Hill,
1971. (LIBRUNAM: QA805 E58)
— Kozlov, V. V. Dynamical Systems in classical mechanics. Providence: American
Mathematical Society, 1995. (LIBRUNAM: QA614.8 D955)
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— McCauley, Joseph L. Classical mechanics: transformations, flows, integrable and
chaotic dynamics. Nueva York: Cambridge University Press, 1997. (LIBRUNAM:
QC125.2 M328)
2