Define Hilbert space. Hilbert space synonyms, Hilbert space pronunciation, Hilbert space translation, English dictionary definition of Hilbert space. Noun 1. Hilbert space - a metric space that is linear and complete and infinite-dimensional metric space
Define Hilbert. Hilbert synonyms, Hilbert pronunciation, Hilbert translation, English dictionary definition of Hilbert. David 1862-1943. German mathematician who wrote Foundations of Geometry and made significant contributions to several other branches o
When we consider a set of objects as a space, we deal not with the individual properties of the objects but with only those properties of the set that are determined by relations that we wish to take into account or that we introduce by definition. These relations between points and ...
The partition function of this theory defines a natural map between the bulk canonical quantum gravity theory Hilbert space, and the Hilbert space of the usual (undeformed) boundary CFT. We argue for the equivalence of the ADM and CFT Hamiltonians. We also explain how bulk unitarity emerges ...
The development of geometry was closely associated with the profound analysis of the properties of space that underlie Euclidean geometry. In other words, it involved a more exact definition of the foundations of Euclidean geometry itself. This work led in the late 19th century (D. Hilbert and ...
[剑桥哲学字典].The.Cambridge.Dictionary.of.Philosophy:国学资料.pdf,THE CAMBRIDGE DICTIONARY OF PHILOSOPHY, SECOND EDITION ROBERT AUDI CAMBRIDGE UNIVERSITY PRESS T H E CAMBRIDGE DICTIONARY O F PHILOSOPHY S E C O N D E D I T I O N Widely acclaimed as the
The technical methods employed toward this end provide the relevant definition of knowledge: empirically confirmed and logically consistent predictions. The institutional imperatives (mores) derive from the goal and the methods. The entire structure of technical and moral norms implements the final ...
The adequacy of this technical definition to represent the intuitive notion of effectiveness as described above is not immediately clear, but is placed beyond any real doubt by developments for details of which the reader is referred to Hilbert-Bernays and Turing (see references below). The ...
the generalization of this property tovector spacesand toHilbert space. the generalization of this property to fractals, which can have dimensions that are nonintegerreal numbers. extension in time: Space-time has three dimensions of space and one of time. ...
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