la matemática paleobabilónica
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Abstract
La Matemática Paleobabilónica crece en la actividad de las escuelas de escribas. Resuelve problemas con valores numéricos concretos; es una matemática de cálculo. Su papel histórico puede recordar nuestros propios procesos de aprendizaje, en la primera etapa, cuando a través del uso de fórmulas con valores numéricos concretos, aprendimos a expresarlas de modo abstracto. Más aún, los temas de los que se ocupó recuerdan los temas de nuestros primeros aprendizajes en matemáticas. La actividad con el Teorema de Tales, gran parte, al menos, del Teorema de Pitágoras, los métodos y fórmulas básicas del Algebra..., un sistema de cálculo, posicional, que sólo fue superado en el Renacimiento, fueron creados en aquella escuela.
Old Babylonian Mathematics developed in the activity of escribal education. Solving problems with numeric valúes, is a computing mathematic. Historically, can remember us our own learning processes, in the first stage, when through the use of formulas with numeric valúes, we learned to express in an abstract way. Also, the problems that interested babylonian mathematics remember those that we worked out in our first educational activities in mathematics. Computations with the Thale's theorem, great part, at least, of Pythagora's, the basic methods and formulas of Algebra..., the computation system, positional, that is only improved in the Renaissance, were created in that school.
| Reference Key |
rodrguez1998espacio,la
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| Authors | ;Manuel Pérez Rodríguez |
| Journal | advances in bioinformatics |
| Year | 1998 |
| DOI |
10.5944/etfii.11.1998.4326
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| URL | |
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