List questions from spin-geometry

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Comparison between SO(n) and Spin(n) representation theory

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Contrast between SO(n) and Spin(n) representation

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Embedding the full $U(n) \subset Spin(2n)$?

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Formulas for the Spinor Representation Product Decompositions $2^{[\frac{N-1}{2}]} \otimes 2^{[\frac{N-1}{2}]}=?$ and ...

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Invariant bilinear forms on Dirac spinors

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Octonionic formula for the ternary eight-dimensional cross product

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A space more fundamental than Euclidean space

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633

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Why are (S)pinor representations restrictions of Clifford algebra representations?

Published on 29 Sep 2016 - 10:39

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Morphism of associated bundles induces morphism of principial bundles

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582

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Ideal of Clifford algebra

Published on 04 Nov 2016 - 2:47

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Center of Spin(V)

Published on 05 Nov 2016 - 12:04

258

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Pin$^+$ and Pin$^−$ structure for manifolds in any dimensions

Published on 14 Dec 2016 - 22:58

268

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pin$^{\pm}$ structure under connected sum

Published on 18 Dec 2016 - 12:44

933

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Looking for an elementary explanation for the existence of spinors

Published on 26 Dec 2016 - 5:02

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How does spinors on manifold transformed with coordinate

Comparison between SO(n) and Spin(n) representation theory

Contrast between SO(n) and Spin(n) representation

Embedding the full $U(n) \subset Spin(2n)$?

Formulas for the Spinor Representation Product Decompositions $2^{[\frac{N-1}{2}]} \otimes 2^{[\frac{N-1}{2}]}=?$ and ...

Invariant bilinear forms on Dirac spinors

Octonionic formula for the ternary eight-dimensional cross product

A space more fundamental than Euclidean space

Why are (S)pinor representations restrictions of Clifford algebra representations?

Morphism of associated bundles induces morphism of principial bundles

Ideal of Clifford algebra

Center of Spin(V)

Pin$^+$ and Pin$^−$ structure for manifolds in any dimensions

pin$^{\pm}$ structure under connected sum

Looking for an elementary explanation for the existence of spinors

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