[Merged by Bors] - feat: Add OrthonormalBasis.measurePreserving_measurableEquiv #8427
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Let `F` be a finite-dimensional inner product space. Then any orthonormal basis of `F` defines a measurable equivalence between `F` and the euclidean space of the same dimension that is volume preserving.
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Let `F` be a finite-dimensional inner product space. Then any orthonormal basis of `F` defines a measurable equivalence between `F` and the euclidean space of the same dimension that is volume preserving.
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Let
Fbe a finite-dimensional inner product space. Then any orthonormal basis ofFdefines a measurable equivalence betweenFand the euclidean space of the same dimension that is volume preserving.