The Nature of Mathematic
Thales is not the mathematical knowledge of nature but talk about science.
according to plato mathematics is abstract in the concrete geometry
according to Pythagoras mathematics is the science of the coherent-number can be set in the mathematics of nature. I postulate is pythagoras theorem
aristoteles according to the logic of mathematics is arranged on the first proposition-proposition and syllogism in mathematics there are infinite regressyang are apodiktic based postulat and axiom
according euclides mathematics barsifat aksiomatik is the main geometry, is the deduction method.
the bacon, Locke, Berkely and Hume mathematics are empirical and concrete. for logic does not provide any information
by René Descartes geometry is the main and deductive
according to Kant emmanuel mathematics are synthetic a priori intuition, and be at the space and time
brouwer according to the mathematics of the more important to build a given
wittgenstein mathematics according to the shape of the language although it remains empirical, but logical
strakker according ebutt and mathematics is the primary investigation of the relation.
according to Ernest paul mathematics are objective and subjective
lobachevski the field of mathematics is not flat but curved.
mathematics is so mathematically
according to plato mathematics is abstract in the concrete geometry
according to Pythagoras mathematics is the science of the coherent-number can be set in the mathematics of nature. I postulate is pythagoras theorem
aristoteles according to the logic of mathematics is arranged on the first proposition-proposition and syllogism in mathematics there are infinite regressyang are apodiktic based postulat and axiom
according euclides mathematics barsifat aksiomatik is the main geometry, is the deduction method.
the bacon, Locke, Berkely and Hume mathematics are empirical and concrete. for logic does not provide any information
by René Descartes geometry is the main and deductive
according to Kant emmanuel mathematics are synthetic a priori intuition, and be at the space and time
brouwer according to the mathematics of the more important to build a given
wittgenstein mathematics according to the shape of the language although it remains empirical, but logical
strakker according ebutt and mathematics is the primary investigation of the relation.
according to Ernest paul mathematics are objective and subjective
lobachevski the field of mathematics is not flat but curved.
mathematics is so mathematically
Tidak ada komentar:
Posting Komentar