classical dynamics
71Roland Omnès — is the author of several books which aim to close the gap between our common sense experience of the classical world and the complex, formal mathematics which is now required to accurately describe reality at its most fundamental level. Biography …
72Emergence — For other uses see Emergence (disambiguation), Emergent, and Emergency. : See also the closely related articles: Spontaneous order and self organization. In philosophy, systems theory and the sciences, emergence is the way complex systems and… …
73George Sudarshan — Infobox Scientist name = George Sudarshan caption = Sudarshan receiving First Prize in Physics from Third World Academy of Sciences in 1985 imagesize = 300pxbirth date = September 16, 1931 birth place = Pallam, Kottayam district, Kerala, India… …
74Mechanical equilibrium — A pendulum in a stable equilibrium (left) and unstable equilibrium (right) A standard definition of static equilibrium is: A system of particles is in static equilibrium when all the particles of the system are at rest and the total force on each …
75Foucault pendulum — The Foucault pendulum (pronEng|fuːˈkoʊ foo KOH ), or Foucault s pendulum, named after the French physicist Léon Foucault, was conceived as an experiment to demonstrate the rotation of the Earth.The experimentThe experimental apparatus consists of …
76Virtual work — on a system is the work resulting from either virtual forces acting through a real displacement or real forces acting through a virtual displacement. In this discussion, the term displacement may refer to a translation or a rotation, and the term …
77John Lighton Synge — (* 23. März 1897 in Dublin; † 30. März 1995 ebenda) war ein irisch kanadischer Mathematiker und theoretischer Physiker, die sich vor allem mit Allgemeiner Relativitätstheorie, geometrischer Mechanik und Optik beschäftigte. Synge besuchte das St.… …
78Whittaker, Sir Edmund Taylor — ▪ British mathematician born October 24, 1873, Southport, Lancashire, England died March 24, 1956, Edinburgh, Scotland English mathematician who made pioneering contributions to the area of special functions, which is of particular interest …
79Poisson superalgebra — In mathematics, a Poisson superalgebra is a Z2 graded generalization of a Poisson algebra. Specifically, a Poisson superalgebra is an (associative) superalgebra A with a Lie superbracket: [cdot,cdot] : Aotimes A o Asuch that ( A , [ middot;,… …
80Ernst Guillemin — Infobox Scientist name = Ernst Adolph Guillemin caption = Image Courtesy of MIT Museum image width = 200px nationality = United States birth date = birth date|1898|5|8 birth place = Milwaukee, Wisconsin death date = death date and… …
