exp π | CompOp | 139 mathmath: Commute.exp_right, HasSum.exp, exp_neg_of_mem_ball, exp_continuous, TrivSqZeroExt.exp_inr, Matrix.IsSymm.exp, hasStrictFDerivAt_exp_of_mem_ball, hasFPowerSeriesAt_exp_zero_of_radius_pos, exp_zsmul, Filter.Tendsto.exp, invOf_exp_of_mem_ball, hasDerivAt_exp_zero_of_radius_pos, isUnit_exp_of_mem_ball, CFC.exp_log, Complex.exp_eq_exp_β, exp_series_hasSum_exp', hasStrictFDerivAt_exp_smul_const_of_mem_ball', Matrix.exp_conj', Matrix.exp_neg, TrivSqZeroExt.fst_exp, Function.update_exp, map_exp, Commute.exp_left, exp_hasFPowerSeriesOnBall, hasStrictDerivAt_exp_smul_const, exp_eq_tsum, hasStrictDerivAt_exp_smul_const', exp_eq_tsum_div, Matrix.exp_add_of_commute, TrivSqZeroExt.eq_smul_exp_of_ne_zero, hasStrictFDerivAt_exp, exp_conj, Commute.exp, Matrix.IsHermitian.exp, expSeries_hasSum_exp, hasStrictFDerivAt_exp_smul_const', analyticAt_exp_of_mem_ball, TrivSqZeroExt.snd_exp, IsSelfAdjoint.exp, exp_continuousMap_eq, Matrix.exp_diagonal, hasFPowerSeriesOnBall_exp_of_radius_pos, Matrix.exp_nsmul, CFC.exp_eq_normedSpace_exp, hasFDerivAt_exp_smul_const', Quaternion.exp_of_re_eq_zero, Matrix.exp_zsmul, expSeries_div_hasSum_exp_of_mem_ball, Matrix.exp_sum_of_commute, exp_op, Quaternion.re_exp, ofReal_exp_β_β, star_exp, exp_add_of_commute_of_mem_ball, Matrix.exp_conjTranspose, hasDerivAt_exp_smul_const, algebraMap_exp_comm, map_exp_of_mem_ball, Matrix.exp_transpose, exp_sum, invOf_exp, DualNumber.exp_eps, exp_conj', exp_units_conj', hasDerivAt_exp, exp_zero, TrivSqZeroExt.exp_def, Quaternion.normSq_exp, IsSelfAdjoint.exp_nonneg, exp_hasFPowerSeriesAt_zero, Quaternion.im_exp, exp_nsmul, hasFDerivAt_exp_zero, hasFDerivAt_exp_smul_const_of_mem_ball, Matrix.exp_conj, exp_def, hasFDerivAt_exp_smul_const, Prod.fst_exp, Matrix.exp_blockDiagonal, Matrix.exp_units_conj', hasStrictFDerivAt_exp_zero_of_radius_pos, hasStrictFDerivAt_exp_zero, Quaternion.norm_exp, spectrum.exp_mem_exp, exp_neg, exp_smul, hasDerivAt_exp_smul_const_of_mem_ball', of_real_exp_β_β, expSeries_div_hasSum_exp, hasStrictDerivAt_exp, continuousOn_exp, Matrix.isUnit_exp, TrivSqZeroExt.exp_inl, hasStrictDerivAt_exp_zero_of_radius_pos, DualNumber.exp_smul_eps, hasStrictDerivAt_exp_of_mem_ball, algebraMap_exp_comm_of_mem_ball, hasStrictDerivAt_exp_smul_const_of_mem_ball', hasFDerivAt_exp_smul_const_of_mem_ball', hasStrictFDerivAt_exp_smul_const, exp_eq_tsum_rat, hasDerivAt_exp_smul_const', TrivSqZeroExt.exp_def_of_smul_comm, exp_add_of_commute, Prod.snd_exp, Real.exp_eq_exp_β, isUnit_exp, Matrix.exp_blockDiagonal', expSeries_hasSum_exp_of_mem_ball', hasFDerivAt_exp_zero_of_radius_pos, CFC.log_exp, hasDerivAt_exp_zero, exp_add_of_mem_ball, exp_analytic, exp_sum_of_commute, hasDerivAt_exp_of_mem_ball, hasStrictDerivAt_exp_smul_const_of_mem_ball, Matrix.exp_units_conj, exp_units_conj, exp_mem_unitary_of_mem_skewAdjoint, hasFDerivAt_exp, CFC.real_exp_eq_normedSpace_exp, Ring.inverse_exp, hasDerivAt_exp_smul_const_of_mem_ball, hasStrictDerivAt_exp_zero, expSeries_hasSum_exp_of_mem_ball, CFC.complex_exp_eq_normedSpace_exp, Quaternion.exp_coe, hasFDerivAt_exp_of_mem_ball, Quaternion.exp_eq, exp_unop, Pi.exp_def, TrivSqZeroExt.eq_smul_exp_of_invertible, selfAdjoint.expUnitary_coe, hasStrictFDerivAt_exp_smul_const_of_mem_ball, exp_add, exp_eq_expSeries_sum, Pi.coe_exp, exp_eq_ofScalarsSum
|