Auxiliar Nº2.pdf
8 Abr 201408/04/14 a las 23:53 hrs.2014-04-08 23:53:08 por 
Christian Von Borries
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| Descripción | «Suppose that we think of the integers lined up like dominoes. The inductive step tells us that they are close enough for each domino to knock over the next one, the base case tells us that the first domino falls over, the conclusion is that they all fall over. The fault in this analogy is that it takes time for each domino to fall and so a domino which is a long way along the line won't fall over for a long time. Mathematical implication is outside time.»— Peter J. Eccles (An Introduction to Mathematical Reasoning, p. 41) |
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| Categoría | Auxiliares |
| Año | 2014 |
| Última Modificación | 8 Abr 201408/04/14 a las 23:53 hrs.2014-04-08 23:53:08 |
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