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HERMANN WEYL ON INTUITION AND THE CONTINUUM *
"... Hermann Weyl (1885 – 1955) was one of the greatest and most versatile mathematicians of the 20 th century. His work had a vast range, encompassing analysis, algebra, number theory, topology, differential geometry, relativity theory, quantum mechanics, and mathematical logic. He was also unusual amon ..."
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Hermann Weyl (1885 – 1955) was one of the greatest and most versatile mathematicians of the 20 th century. His work had a vast range, encompassing analysis, algebra, number theory, topology, differential geometry, relativity theory, quantum mechanics, and mathematical logic. He was also unusual
Hermann Weyl’s Intuitionistic Mathematics. Dirk
"... It is common knowledge that for a short while Hermann Weyl joined Brouwer in his pursuit of a revision of mathematics according to intuitionistic principles. There is, however, little in the literature that sheds light on Weyl’s role, and in particular on Brouwer’s reaction to Weyl’s allegiance to t ..."
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It is common knowledge that for a short while Hermann Weyl joined Brouwer in his pursuit of a revision of mathematics according to intuitionistic principles. There is, however, little in the literature that sheds light on Weyl’s role, and in particular on Brouwer’s reaction to Weyl’s allegiance
Hermann Weyl’s Later Philosophical Views: His Divergence from Husserl
"... In what seems to have been his last paper, Insight and Reflection (1954), Hermann Weyl provides an illuminating sketch of his intellectual development, and describes the principal influences—scientific and philosophical—exerted on him in the course of his career as a mathematician. Of the latter the ..."
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In what seems to have been his last paper, Insight and Reflection (1954), Hermann Weyl provides an illuminating sketch of his intellectual development, and describes the principal influences—scientific and philosophical—exerted on him in the course of his career as a mathematician. Of the latter
Hermann Weyl: MathematicianPhilosopher MATHEMATICS AND PHILOSOPHY ARE CLOSELY LINKED, and several great
"... mathematicians who were at the same time great philosophers come to mind— Pythagoras, Descartes and Leibniz, for instance. One great mathematician of the modern era in whose thinking philosophy played a major role was Hermann Weyl (1885–1955), whose work encompassed analysis, number theory, topology ..."
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mathematicians who were at the same time great philosophers come to mind— Pythagoras, Descartes and Leibniz, for instance. One great mathematician of the modern era in whose thinking philosophy played a major role was Hermann Weyl (1885–1955), whose work encompassed analysis, number theory
© 2002 The Center for Einstein Studies. Printed in the United States. Hermann Weyl and Large Numbers in Relativistic Cosmology
"... Since time immemorial philosophers, poets, and scientists have pondered the relationship between the micro and the megaworld. The relevant scale, what counts as the micro and the mega, has always been determined by the scientific knowledge of the time. Since Newton, the scales of the largest ..."
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Since time immemorial philosophers, poets, and scientists have pondered the relationship between the micro and the megaworld. The relevant scale, what counts as the micro and the mega, has always been determined by the scientific knowledge of the time. Since Newton, the scales of the largest
1 Contents
, 2007
"... ∗ This is the somewhat extended manuscript of a talk presented at the Hermann Weyl ..."
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∗ This is the somewhat extended manuscript of a talk presented at the Hermann Weyl
unknown title
, 2008
"... ∗ This is the somewhat extended manuscript of a talk presented at the Hermann Weyl ..."
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∗ This is the somewhat extended manuscript of a talk presented at the Hermann Weyl
BOOK REVIEWS BULLETIN (New Series) OF THE AMERICAN MATHEMATICAL SOCIETY
"... [Ko88b], and [Ko90] – is the topic of this monograph based on the Hermann Weyl ..."
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[Ko88b], and [Ko90] – is the topic of this monograph based on the Hermann Weyl
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