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Clear filtersNumberField.AdeleRing.addEquivAddHaarChar_mulRight_unit_eq_one
Plain-language statement
Right multiplication by an element of Bˣ on B ⊗ 𝔸_K does not scale additive Haar measure.
Source project: Fermat's Last Theorem
Person-level attribution pending.
NumberField.AdeleRing.units_mem_ringHaarCharacter_ker
Plain-language statement
Left multiplication by an element of Bˣ on B ⊗ 𝔸_K does not scale additive Haar measure. In other words, Bˣ is in the kernel of the ringHaarChar of B ⊗ 𝔸_K.
Source project: Fermat's Last Theorem
Person-level attribution pending.