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Titlebook: Ernst Zermelo - Collected Works/Gesammelte Werke II; Volume II/Band II - Ernst Zermelo,Heinz-Dieter Ebbinghaus,Akihiro Kana Book 2013 Spri

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Introductory note to s1899b,th small cross section. It can be represented by a continuous curve . = .(.) = (.(.), .(.), .(.)) that can assume every possible position. A string is therefore completely flexible, but by assumption inextensible. For inextensible strings that are fixed at both ends, the equations of motion (the Eul
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Introductory note to 1900,ying that various stages of molecular motion can be seen as probabilistically independent. This understanding seems to be suggested by the concern he expresses, namely, that due to the assumed equations of motion in the theory of gases these various stages are . mutually independent but functionally
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Introductory note to 1902d, takes into account only sufficiently close comparison functions that lie in a given neighborhood of the extremal, leading to necessary conditions for relative extrema, in this case minima. Zermelo mentions three possible ways to extend the associated variational problem, which can be characterized
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Introductory note to 1928 (= 1929),deling. It is mostly concerned with estimating the relative playing strengths of chess players in imbalanced designs, that is, tournaments in which each player does not necessarily compete against every other the same number of times. To address the problem, Zermelo introduces a probability model fo
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