| Name | Category | Theorems |
lsmul π | CompOp | 17 mathmath: ContDiffBump.ae_convolution_tendsto_right_of_locallyIntegrable, opNorm_lsmul_apply_le, MeasureTheory.convolution_tendsto_right, MeasureTheory.convolution_lsmul, lsmul_flip_inj, ContDiffBump.convolution_tendsto_right, ContDiffBump.normed_convolution_eq_right, lsmul_apply, MeasureTheory.dist_convolution_le, MeasureTheory.convolution_lsmul_swap, opNorm_lsmul_le, ContDiffBump.convolution_eq_right, ContDiffBump.dist_normed_convolution_le, lsmul_flip_apply, opNorm_lsmul, ContDiffBump.convolution_tendsto_right_of_continuous, Real.fourier_smul_convolution_eq
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mul π | CompOp | 23 mathmath: MeasureTheory.convolution_mul, Unitization.splitMul_apply, isometry_mul_flip, opNorm_mul_flip_apply, opNorm_mul, RegularNormedAlgebra.isometry_mul', flip_mul, opNorm_mul_apply, Real.fourier_mul_convolution_eq, NonUnitalAlgHom.coe_Lmul, Unitization.norm_eq_sup, opNorm_mul_le, isometry_mul, mul_apply', opNNNorm_mul, opNNNorm_mul_flip_apply, opNorm_mul_apply_le, Unitization.nnnorm_eq_sup, DoubleCentralizer.coe_fst, MeasureTheory.convolution_mul_swap, opNNNorm_mul_apply, DoubleCentralizer.coe_snd, coe_mulβα΅’
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mulLeftRight π | CompOp | 12 mathmath: mulLeftRight_isBoundedBilinear, mulLeftRight_apply, hasFDerivAt_ringInverse, fderiv_inverse, fderivWithin_inv', opNorm_mulLeftRight_apply_le, hasStrictFDerivAt_ringInverse, opNorm_mulLeftRight_apply_apply_le, hasStrictFDerivAt_inv', opNorm_mulLeftRight_le, hasFDerivAt_inv', fderiv_inv'
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mulβα΅’ π | CompOp | 1 mathmath: coe_mulβα΅’
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ring_lmap_equiv_self π | CompOp | β |
ring_lmap_equiv_selfβ π | CompOp | β |