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What is hilbert space?Like a normal vectorspace but wierd and sometimes infinite dimensional. Person A: Your mum is so fat, that l^2 dosn't have enough space to contain her. hilbert space - videoHilbert space - what is it?A complete inner product space. Since every inner product defines a norm, a Hilbert space is necessarily a Banach space. The space of all continuous real-valued functions on the closed interval from 0 to 1, with the inner product given by the integral of pointwise absolute-value products, is an infinite-dimensional Hilbert space. What does "hilbert space" mean?Named for its putative inventor, mathematician David Hilbert (who some claim found the solutions for Einstein's equations before "L'il Albie" did himself), Hilbert Space is a concept which has been often applied in mathematics, quantum mechanics, and in general metaphysics (for instance, concepts like "parallel universes"). Mozart's 14th Symphony (K. 114, composed c. 1774) contains encrypted fragments of instrumental speech synthesis (in English) which describe an alternate Universe History (different from our Universe), where Nicholas Meyler was President of the United States, and where Princeton University is mocked for its intellectual feebleness (possibly due to some degree of idolatry for Einstein's Theory of Relativity, which Mozart proved to have loopholes and flaws 130 years before Einstein even published it as "The Electrodynamics of Moving Bodies"). |
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