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Projective coordinates and projective space limit

机译:投影坐标和投影空间限制

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摘要

The "projective lightcone limit" has been proposed as an alternative holographic dual of an Ads space. It is a new type of group contraction for a coset G/H preserving the isometry group G but changing H. In contrast to the usual group contraction, which changes G preserving the spacetime dimension, it reduces the dimensions of the spacetime on which G is realized. The obtained space is a projective space on which the isometry is realized as a linear fractional transformation. We generalize and apply this limiting procedure to the "Hopf reduction" and obtain (n-1)-dimensional complex projective space from (2n-1)-dimensional sphere preserving SU(n) symmetry. (c) 2008 Elsevier B.V. All rights reserved.
机译:已经提出了“投影光锥极限”作为Ads空间的替代全息对偶。它是保留等距群G但改变H的陪集G / H的一种新的群收缩类型。与通常的群收缩相反,它保留了时空维数而改变了G,它减小了G所在的时空维数。实现。所获得的空间是投影空间,在该投影空间上等轴测图被实现为线性分数变换。我们将这种限制过程推广到“霍普夫减少”中,并从(2n-1)维球面保持SU(n)对称性的情况下获得(n-1)维复投影空间。 (c)2008 Elsevier B.V.保留所有权利。

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