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where each subsum is restricted to a V and involves all symmetric combinations of the i k indices, each one varying from 1 to 3 This gives, for each xed value of , 2 + 1 coef cients f (i 1 i 2 i ) ( xed), which are those of a symmetric traceless 3 ~ 3 ~ ~ 3 ( times) tensor The fuzzy sphere with 2 j +1 cells is usually written as S fuzzy , j , with j an integer or semi-integer We here extend the Madore procedure and this leads to a -indexed family of fuzzy spheres S fuzzy , j Let us list the steps of this construction: 1 We consider a (2 j + 1)-dimensional irreducible unitary representation of SU (2) The standard construction considers the vector space V j of dimension 2 j + 1, on which the three generators of SU (2) are expressed as the usual (2 j + 1) ~ (2 j + 1) Hermitian matrices J a We make instead a different j choice, namely, the three a , which correspond to the choice of the rep j resentation space H (instead of V j in the usual construction) Since they obey the commutation relations of su(2), [ a , b ] = i abc c ,



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It also found that the absence of an independent person to supervise the work (especially as the contract contained a term that: The contractor shall give ef cient supervision to the work using his best skill and attention ), indicated that the purchaser relied entirely on the skill and judgement of the builder who was consequently under a duty to warn of the inherent danger of executing the work in accordance with the architect s plans This nding led the court to conclude that the builder was obliged without extra payment to carry out any work necessary to achieve the intended function of the design (which in this case appears to have been the construction of a building t for human habitation) This obligation overrode the obligation to comply with the plans and speci cation.

(1723)





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the usual procedure may be applied As we have seen, H j can be realized as the Hilbert space spanned by the orthonormal basis of spin spherical harmonics { Y j } = j j , with the usual inner product Since the standard derivation of all properties of the fuzzy sphere rests only upon the abstract commutation rules (1723), nothing but the representation space changes if we adopt the representation space H instead of V j 2 The operators a belong to O j and have a Lie algebra structure through the skew products de ned by the commutators But the symmetrized products of operators provide a second algebra structure, which we write as O j , at the basis of the construction of the fuzzy sphere: these symmetrized prod j ucts of the a , up to power 2 j, generate the algebra O j (of dimension 2 (2 j + 1) ) of all linear endomorphisms of H j , exactly like the ordinary J a s do in the original Madore construction This is the analog of the standard j construction of the fuzzy sphere, with the J a and V j replaced by a and j H 3 The construction of the fuzzy sphere of radius R is de ned by associating an operator in O j with any function f Explicitly, this is done by rst f replacing each coordinate x i by the operator

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Java OCR 识别组件(基于Tesseract OCR 引擎)。能自动完成图片清理、识别 CAPTCHA 验证码图片内容的一体化工作。Java Image cleanup, OCR recognition​ ...












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