| 1. | :: See Cosmological principle and Isotropy for the general idea.
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| 2. | XXIII . Isotropy and statistics of the CMB ) specifically states:
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| 3. | The isotropy subgroup associated to each facet F _ i is described by
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| 4. | The two testable structural consequences of the cosmological principle are homogeneity and isotropy.
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| 5. | The isotropy representations of Riemannian symmetric spaces are basic examples of polar representations.
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| 6. | Isotropy is guaranteed by the fourth postulate, that all right angles are equal.
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| 7. | A value of 1 corresponds to perfect isotropy.
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| 8. | Thus a measure of the isotropy around a local region is defined as the following:
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| 9. | This is a particular case due to the " isotropy " of the dielectric.
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| 10. | :Have you intentionally misspelled isotropy?
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