antidiagonal 📖 | CompOp | 94 mathmath: LieDerivation.iterate_apply_lie, Finset.Nat.sum_antidiagonal_eq_sum_range_succ, Finset.Nat.antidiagonal_eq_image', Finset.Nat.sum_antidiagonal_subst, Finset.Nat.prod_antidiagonal_succ, Finset.sum_antidiagonal_choose_succ_mul, Finset.Nat.prod_antidiagonal_swap, Tree.treesOfNumNodesEq_succ, Finset.Nat.antidiagonal_succ_succ', summable_mul_prod_iff_summable_mul_sigma_antidiagonal, Finset.Nat.antidiagonal_eq_image, Finset.Nat.antidiagonalEquivFin_symm_apply_coe, Ring.add_choose_eq, MvPolynomial.sum_antidiagonal_card_esymm_psum_eq_zero, Finset.Nat.antidiagonal_eq_map, Finset.Nat.antidiagonal_succ, Finset.mem_finsuppAntidiag_insert, DividedPowers.OfInvertibleFactorial.dpow_add, Finset.piAntidiag_insert, Finset.Nat.sum_antidiagonal_eq_sum_range_succ_mk, PowerSeries.coeff_inv_aux, Finset.Nat.prod_antidiagonal_eq_prod_range_succ, Finset.sum_antidiagonal_choose_succ_nsmul, Finset.antidiagonal_zero, Finsupp.antidiagonal_single, PowerSeries.coeff_invOfUnit, Finset.Nat.antidiagonalTuple_two, Finset.Nat.card_antidiagonal, Finset.filter_fst_eq_antidiagonal, summable_sum_mul_antidiagonal_of_summable_mul, MvPowerSeries.coeff_inv, Finset.Nat.antidiagonal_zero, DividedPowers.dpow_add, bernoulli_spec', Summable.tsum_mul_tsum_eq_tsum_sum_antidiagonal, Polynomial.coeff_mul, LieAlgebra.ad_pow_lie, Finset.swap_mem_antidiagonal, Finset.antidiagonal_subtype_ext_iff, Finset.Nat.prod_antidiagonal_succ', Ring.descPochhammer_smeval_add, Nat.bell_succ', bernoulli'_spec', Polynomial.hasseDeriv_mul, MvPowerSeries.coeff_inv_aux, Finset.filter_snd_eq_antidiagonal, PolynomialModule.smul_apply, Finset.Nat.sum_antidiagonal_swap, MvPolynomial.mul_esymm_eq_sum, Finset.sum_antidiagonal_choose_add, Finset.prod_antidiagonal_pow_choose_succ, Finset.Nat.prod_antidiagonal_eq_prod_range_succ_mk, PowerSeries.coeff_mul, Finset.Nat.prod_antidiagonal_subst, Finsupp.sum_antidiagonal_swap, Finset.sigmaAntidiagonalEquivProd_symm_apply_snd_coe, Finset.piAntidiag_cons, Commute.add_pow', Finsupp.antidiagonal_zero, LieModule.toEnd_pow_lie, mem_antidiagonal, Finset.pairwiseDisjoint_piAntidiag_map_addRightEmbedding, tsum_mul_tsum_eq_tsum_sum_antidiagonal_of_summable_norm', DividedPowers.OfInvertibleFactorial.dpow_add_of_lt, PowerSeries.coeff_inv, Finset.map_swap_antidiagonal, PolyEquivTensor.toFunLinear_mul_tmul_mul_aux_2, MvPowerSeries.coeff_invOfUnit, Nat.fib_succ_eq_sum_choose, Finset.hasAntidiagonal_congr, Finset.Nat.antidiagonal_filter_le_fst_of_le, MvPolynomial.psum_eq_mul_esymm_sub_sum, Finset.Nat.antidiagonal_filter_snd_le_of_le, summable_sum_mul_antidiagonal_of_summable_norm', Finsupp.prod_antidiagonal_swap, DirectSum.coe_mul_apply_eq_sum_antidiagonal, catalan_succ', Finset.finsuppAntidiag_insert, Finset.finsetCongr_piAntidiag_eq_antidiag, Finset.Nat.antidiagonal_eq_map', summable_norm_sum_mul_antidiagonal_of_summable_norm, Finset.Nat.antidiagonal_filter_fst_le_of_le, Finset.Nat.antidiagonal_filter_le_snd_of_le, Finset.Nat.sum_antidiagonal_succ, Nat.add_choose_eq, Finset.Nat.antidiagonalEquivFin_apply_val, MvPolynomial.coeff_mul, Finset.sigmaAntidiagonalEquivProd_apply, Finset.sigmaAntidiagonalEquivProd_symm_apply_fst, tsum_mul_tsum_eq_tsum_sum_antidiagonal_of_summable_norm, MvPowerSeries.coeff_mul, Finset.Nat.antidiagonal_succ', Finset.map_prodComm_antidiagonal, Finset.Nat.sum_antidiagonal_succ'
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