Week of 1/14/08
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You'll get a chance to prove Ehrenfest's theorem in problem 1.7. | You'll get a chance to prove Ehrenfest's theorem in problem 1.7. | ||
| − | [[Image:Ehrenfest.jpg]] Image from the St. Andrews history page linked here: | + | [[Image:Ehrenfest.jpg]] |
| + | Image from the St. Andrews history page linked here: | ||
[http://www-groups.dcs.st-and.ac.uk/~history/Biographies/Ehrenfest.html Paul Ehrenfest biography] | [http://www-groups.dcs.st-and.ac.uk/~history/Biographies/Ehrenfest.html Paul Ehrenfest biography] | ||
Revision as of 17:24, 18 January 2008
 Download Lecture notes for 1/14/08
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| Download Supplement for 1/14/08
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Some simple Mathematica examples
x = Table[Random[], {i, 100}]
ListPlot[x]
Mean[x]
Variance[x]
y = Table[Random[Integer],{i,100}]
z = Table[Random[Real, {10, 11}], {i, 100}]
 Download How coin tossing leads to a Gaussian
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| Download Basic Properties of Gaussians
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some useful java applets illustrating probability. Click on probablity.
1/16/08
some very nice QM visualizations
| Download Lecture notes for 1/16/08
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1/18/08
Refresher from 311 on functions as elements of vector spaces
| Download Lecture notes from 1/18/08
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You'll get a chance to prove Ehrenfest's theorem in problem 1.7.
Image from the St. Andrews history page linked here:
