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Numbers are the raw material for developments in mathematics. Every revolution in mathematics is associated with new numbers, that is, with new measurements such as symbolic algebra ~ discovery of negative numbersHamilton algebra ~ quaternions- measurement of rotations in spaceGrassmann algebra ~ hypercomplex numberscalculus ~ differentials -measurement of infinitesimal quantities Cantor sets ~ tranfinite numbers-measure infinity irrational numbers~ the real numbers continuum ...hyperreal numbers of Robinson differentials etc.

Produktbeschreibung
Numbers are the raw material for developments in mathematics. Every revolution in mathematics is associated with new numbers, that is, with new measurements such as symbolic algebra ~ discovery of negative numbersHamilton algebra ~ quaternions- measurement of rotations in spaceGrassmann algebra ~ hypercomplex numberscalculus ~ differentials -measurement of infinitesimal quantities Cantor sets ~ tranfinite numbers-measure infinity irrational numbers~ the real numbers continuum ...hyperreal numbers of Robinson differentials etc.
Autorenporträt
George Mpantes is a mathematics teacher. He acquaints the layman with the historical development and basic meaning of the momentous theories and discoveries in mathematics and physics.