| David Hilbert, Die Grundlagen der Physik | ||
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| David Hilbert, Die Grundlagen der Physik | ||
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Historical Sources on Spatial Concepts | |
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Manuscripts and Related Writings of the Pioneers of the Relativity Revolution | |
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| David Hilbert, Die Grundlagen der Physik | ||
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| David Hilbert, Die Grundlagen der Physik | ||
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| David Hilbert, Die Grundlagen der Physik | ||
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| David Hilbert, Die Grundlagen der Physik | ||
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| Collection of Historical Sources on Mathematics | ||
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| David Hilbert, Die Grundlagen der Physik | ||
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| David Hilbert, Die Grundlagen der Physik | ||
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| Collection of Historical Sources on Mathematics | ||
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| Collection of Historical Sources on Mathematics | ||
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| Collection of Historical Sources on Mathematics | ||
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Page proofs of Hilbert's text from 1915, including handwritten notes by David Hilbert
(original in SUB Goettingen, cod ms hilbert 634)  Source information
Permanent URI:http://echo.mpiwg-berlin.mpg.de/MPIWG:3X2M2A50
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David Hilbert, Die Grundlagen der Physik | |
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Page proofs of Hilbert's text from 1915, including handwritten notes by David Hilbert
(original in SUB Goettingen, cod ms hilbert 634) Source information
Permanent URI:http://echo.mpiwg-berlin.mpg.de/MPIWG:3X2M2A50
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David Hilbert, Die Grundlagen der Physik | |
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According to the lecture notes of Walter Zabel, Hilbert started his lecture with the title "Analytische Mechanik" held in winter 1913/14 with the announcement that he would deviate from the usual outline of beginning with the mechanics of systems with a finite number of degrees of freedom followed by the mechanics of continua. His lecture would rather be the first part of a three-semester course covering the topics classical mechanics, statistical mechanics, and relativistic mechanics and electrodynamics. Zabel's notes cover only the first part of this course. The lecture notes start with the first session at October 27, 1913, and end with the 29th session at February 26, 1914. The two main parts of the lecture dealt with the mechanics of a mass point and the mechanics of systems of a finite number of mass points. The last two sessions were devoted to the "Neue Mechanik", that is, Einstein's theory of special relativity. Source information
Permanent URI:http://echo.mpiwg-berlin.mpg.de/MPIWG:GDKSXFVV
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Lecture Notes taken by Walter Zabel | |
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According to the lecture notes of Walter Zabel, Hilbert started his lecture with the title "Analytische Mechanik" held in winter 1913/14 with the announcement that he would deviate from the usual outline of beginning with the mechanics of systems with a finite number of degrees of freedom followed by the mechanics of continua. His lecture would rather be the first part of a three-semester course covering the topics classical mechanics, statistical mechanics, and relativistic mechanics and electrodynamics. Zabel's notes cover only the first part of this course. The lecture notes start with the first session at October 27, 1913, and end with the 29th session at February 26, 1914. The two main parts of the lecture dealt with the mechanics of a mass point and the mechanics of systems of a finite number of mass points. The last two sessions were devoted to the "Neue Mechanik", that is, Einstein's theory of special relativity. Source information
Permanent URI:http://echo.mpiwg-berlin.mpg.de/MPIWG:GDKSXFVV
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Lecture Notes taken by Walter Zabel | |
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Hilbert announced at the beginning three topics:
According to the notes of Zabel, Hilbert's lecture focused in the first part on axiom systems, starting with axioms of algebra, followed by axioms of geometry essentially following Hilbert's famous publication. The first part continues with axioms of physics, dealing with mechanics, successively with axioms of mechanics, radiation, thermodynamics, probability, and psychophysics. The part ends with a section on space and time which is a brief account of special relativity. Hilbert then dropped the second topic for time reasons and provided only an outline taken from his lecture on "Grundlagen der Analysis (und Geometrie)" in the winter semester 1911/12, covering geometrical constructions with compasses and ruler, geometrical constructions with advanced mathematical means, and the problem of the squaring of the circle. The third part entitled now more precisely as "Das mathematische Denken und die Logik" starts with paradoxes of set theory followed by a more general part on fallacious reasoning. In the following, the lecture dealt with axioms of logic and number and ends with a treatment of indirect proofs using as an example the skipped part on constructions with compasses and ruler. Source information
Permanent URI:http://echo.mpiwg-berlin.mpg.de/MPIWG:NPTTKBW0
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Lecture Notes taken by Walter Zabel | |
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Hilbert announced at the beginning three topics:
According to the notes of Zabel, Hilbert's lecture focused in the first part on axiom systems, starting with axioms of algebra, followed by axioms of geometry essentially following Hilbert's famous publication. The first part continues with axioms of physics, dealing with mechanics, successively with axioms of mechanics, radiation, thermodynamics, probability, and psychophysics. The part ends with a section on space and time which is a brief account of special relativity. Hilbert then dropped the second topic for time reasons and provided only an outline taken from his lecture on "Grundlagen der Analysis (und Geometrie)" in the winter semester 1911/12, covering geometrical constructions with compasses and ruler, geometrical constructions with advanced mathematical means, and the problem of the squaring of the circle. The third part entitled now more precisely as "Das mathematische Denken und die Logik" starts with paradoxes of set theory followed by a more general part on fallacious reasoning. In the following, the lecture dealt with axioms of logic and number and ends with a treatment of indirect proofs using as an example the skipped part on constructions with compasses and ruler. Source information
Permanent URI:http://echo.mpiwg-berlin.mpg.de/MPIWG:NPTTKBW0
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Lecture Notes taken by Walter Zabel | |
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Hilbert, David, Analytische Mechanik [Vorlesungsnachschrift], 
