The Growth of Mathematical Knowledge
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Description
Content: Front TABLE OF CONTENTS INTRODUCTION KNOWLEDGE OF FUNCTIONS IN THE GROWTH OF MATHEMATICAL KNOWLEDGE HUYGENS AND THE PENDULUM: AN EMPIRICIST PHILOSOPHY OF MATHEMATICS AND ITS IMPLICATIONS FOR THE HISTORY OF MATHEMATICS THE MATHEMATIZATION OF CHANCE IN THE MIDDLE OF THE 17TH CENTURY PENROSE ANDPLATONISM EPISTEMOLOGY, ONTOLOGY ANDTHECONTINUUM VOIR-DIRE IN THE CASE OF MATHEMATICAL PROGRESS SCIENTIFIC PROGRESS AND CHANGES IN HIERARCHIES OF SCIENTIFIC DISCIPLINES ON SOME DETERMINANTS OF MATHEMATICAL PROGRESS.
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