classical set

  • 121Suslin set — The concept of a Suslin set was first used by Mikhail Yakovlevich Suslin when he was researching the properties of projections of Borel sets in R^2 onto the real axis. Lebesgue believed he had proved that such a projection was also a Borel set,… …

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  • 122Constructible set (topology) — For a Gödel constructive set, see constructible universe. In topology, a constructible set in a noetherian topological space is a finite union of locally closed sets. (A set is locally closed if it is the intersection of an open set and closed… …

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  • 123Entropy (classical thermodynamics) — In thermodynamics, entropy is a measure of how close a thermodynamic system is to equilibrium. A thermodynamic system is any physical object or region of space that can be described by its thermodynamic quantities such as temperature, pressure,… …

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  • 124Ayu-mi-x 7 -Limited Complexe Box Set- — Album par Ayumi Hamasaki Sortie 20 avril 2011 Durée CD1 = 1:02:27 CD2 = 1:04:04 CD3 = 52:23 CD4 = 49:14 CD5 = 1:05:54 Genre Jpop ; eurobeat ; …

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  • 125Zero Instruction Set Computer — In computer science, ZISC stands for Zero Instruction Set Computer, which refers to a chip technology based on pure pattern matching and absence of (micro )instructions in the classical sense. The ZISC acronym alludes to the previously developed… …

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  • 126Heisenberg model (classical) — The Heisenberg model is the n = 3 case of the n vector model, one of the models used in statistical physics to model ferromagnetism, and other phenomena.It can be formulated as follows: take a d dimensional lattice, and a set of spins of the unit …

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  • 127Metal (classical element) — In traditional Chinese philosophy, Metal is classified as one of the Wu xing (zh cp|c=五行|p=wǔxíng), or the Five Elements, also translated as five phases, five movements or five steps, by which all natural phenomena can be explained. The system of …

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  • 128Actual infinity — is the idea that numbers, or some other type of mathematical object, can form an actual, completed totality; namely, a set. Hence, in the philosophy of mathematics, the abstraction of actual infinity involves the acceptance of infinite entities,… …

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