Introduction Introduction to statistical statistical mechanics
... macroscopic systems with a large number of degrees of dynamically freedom (with N ~ 1020 particles for example). From the mechanical point of view, such systems are very complicated. But in the usual case only a few physical parameters, say temperature, the pressure and d the th density, d it are me ...
... macroscopic systems with a large number of degrees of dynamically freedom (with N ~ 1020 particles for example). From the mechanical point of view, such systems are very complicated. But in the usual case only a few physical parameters, say temperature, the pressure and d the th density, d it are me ...
Item VIII
... Systems have discrete quantum states. For finite “closed” systems, the number of states is finite (but usually very large) ...
... Systems have discrete quantum states. For finite “closed” systems, the number of states is finite (but usually very large) ...
What is the meaning of the wave function?
... beables corresponding to all observables (or even to certain classes of observables)10 . Note also that the wave function itself is not “visible”; like all theoretical concepts, it is inferred. 3. Non locality and Bell’s theorem. Here is a puzzle11 : two persons, call them X and Y , leave a room thr ...
... beables corresponding to all observables (or even to certain classes of observables)10 . Note also that the wave function itself is not “visible”; like all theoretical concepts, it is inferred. 3. Non locality and Bell’s theorem. Here is a puzzle11 : two persons, call them X and Y , leave a room thr ...
Path Integral Quantum Monte Carlo
... periodically in such a potential • x(t)= A cos(t) • the quantum wave function can be thought of as a fluctuation about the classical trajectory ...
... periodically in such a potential • x(t)= A cos(t) • the quantum wave function can be thought of as a fluctuation about the classical trajectory ...
