A Euclidean Bianchi Model Based On $S^3/D_8^*$

We explain how the round four-sphere can be sliced along homogeneous 3~-~manifolds of topology $S^{3} / D_{8}^{*}$ . This defines a Euclidean Bianchi type IX model for Einstein’s equations with cosmological constant. The geometric properties of this model are investigated.

A Euclidean Bianchi Model Based On $S^{3} / D_{8}^{*}$

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A Euclidean Bianchi Model Based On $S^{3} / D_{8}^{*}$

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A Euclidean Bianchi Model Based On S3/D8∗S3/D8∗​

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A Euclidean Bianchi Model Based On S3/D8∗S3/D8∗​

文献摘要

讨论

|讲解博客

|AI智能校验

A Euclidean Bianchi Model Based On $S^{3} / D_{8}^{*}$

讲解博客

AI智能校验

A Euclidean Bianchi Model Based On $S^{3} / D_{8}^{*}$

讲解博客

AI智能校验