| Name | Category | Theorems |
C π | CompOp | 20 mathmath: laurent_X, eq_C_of_minpolyX_coeff_eq_zero, num_C, smul_eq_C_mul, intDegree_C, Luroth.generator_ne_C, algebraMap_eq_C, eval_C, algebraMap_C, liftRingHom_C, minpolyX_eq_zero_iff, laurent_C, denom_C, C_injective, eq_C_iff, FunctionField.inftyValuation.C, C_minpolyX, algebraMap_monomial, Polynomial.residueFieldMapCAlgEquiv_symm_C, algebraMap_comp_C
|
X π | CompOp | 29 mathmath: algEquivOfTranscendental_X, laurent_X, transcendental_X, FunctionField.inftyValuation.X_inv, IntermediateField.adjoin_X, coe_X, IntermediateField.isAlgebraic_X, eval_X, adjoin_X, algEquivOfTranscendental_symm_gen, Polynomial.valuation_inv_monomial_eq_valuation_X_zpow, Polynomial.valuation_eq_valuation_X_pow_natDegree_of_one_lt_valuation_X, algebraMap_X, LaurentSeries.coe_X_compare, minpolyX_aeval_X, num_X, Luroth.algEquiv_X, denom_X, FunctionField.inftyValuation.X_zpow, FunctionField.inftyValuation.X, Polynomial.valuation_monomial_eq_valuation_X_pow, valuation_eq_valuation_X_zpow_intDegree_of_one_lt_valuation_X, liftRingHom_X, intDegree_X, aeval_X_left_eq_algebraMap, Polynomial.residueFieldMapCAlgEquiv_symm_X, algebraMap_monomial, isAlgebraic_adjoin_simple_X, Polynomial.valuation_X_eq_neg_one
|
algEquivOfTranscendental π | CompOp | 5 mathmath: algEquivOfTranscendental_X, algEquivOfTranscendental_symm_gen, algEquivOfTranscendental_symm_aeval, algEquivOfTranscendental_algebraMap, algEquivOfTranscendental_apply
|
eval π | CompOp | 8 mathmath: eval_mul, eval_one, eval_X, eval_eq_zero_of_evalβ_denom_eq_zero, eval_C, eval_add, eval_zero, eval_algebraMap
|
valuedRatFunc π | CompOp | 8 mathmath: LaurentSeries.inducing_coe, LaurentSeries.continuous_coe, valuation_surjective, v_def, LaurentSeries.valuation_coe_ratFunc, LaurentSeries.tendsto_valuation, LaurentSeries.exists_ratFunc_eq_v, LaurentSeries.uniformContinuous_withVal_equiv
|