| This image is reproduced courtesy of The Estate of W. Ross Ashby. Copyright 1972, 2008 © The Estate of W. Ross Ashby |
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| 6320 | Volume 22 | 15-Apr-61 | 6321 | Volume 22 | 1961 |
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Summary: I read the riddle of [Pavlov's] page 197. 6338 |
Summary: Clear example of how a Newtonian system, with no convergence by Liouville, may show
strong convergence if seen by a simpler observer. 6627 |
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Convergence (of lines of behaviour) and Liouville's theorem Liouville's theorem effect of simplifying Pendulum Lotka's set 6628 |
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| This page references page 6338 |
This page references page 6627 This page is referenced from 4 pages: 5275 6293 6295 6627 |
| This image is reproduced courtesy of The Estate of W. Ross Ashby. Copyright 1972, 2008 © The Estate of W. Ross Ashby |
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