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- W1640201547 abstract "A dynamical fuzzy space might be described in terms of a dynamical threeindex variable Cab c , which determines the algebraic relations fafb = Cab c fc of the functions fa on a fuzzy space. A fuzzy analogue of the general coordinate transformation would be given by the general linear transformation on fa. The solutions to the invariant equations of motion of Cab c can be generally constructed from the invariant tensors of Lie groups. Euclidean models the actions of which are bounded from below are introduced. Lie group symmetric solutions to a class of Euclidean model are obtained. The analysis of the fluctuations around the SO(3) symmetric solution shows that the solution can be regarded as a fuzzy S 2 /Z2." @default.
- W1640201547 created "2016-06-24" @default.
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- W1640201547 date "2005-11-15" @default.
- W1640201547 modified "2023-09-28" @default.
- W1640201547 title "An invariant approach to dynamical fuzzy spaces with a three-index variable - Euclidean models" @default.
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