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676:==Summary== {{Information |Description = If Q is a quadratic form, a representation of Spin(Q) on a vector space V is a spin representation if it cannot be factored through a representation of the (special) orthogonal group. |Source = Latex + pdfcrop +...
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If Q is a quadratic form, a representation of Spin(Q) on a vector space V is a spin representation if it cannot be factored through a representation of the (special) orthogonal group.
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Text is available under the Creative Commons Attribution-ShareAlike License. Additional terms may apply.
