Tamagawa number formula for orthogonal groups

E2077706 UNEXPLORED

The Tamagawa number formula for orthogonal groups is an arithmetic identity expressing the Tamagawa number of an orthogonal algebraic group in terms of invariants of quadratic forms, generalizing the classical Siegel mass formula.

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Tamagawa number formula for orthogonal groups canonical	1

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Siegel mass formula → hasGeneralization → Tamagawa number formula for orthogonal groups ⓘ