OAI/Algebra/FiniteTensor/FormalEvaluation.lean
18 declarations, 0 contain sorry, 0 declared as axioms
Nilpotent formal evaluation and bijective formal substitutions.
- def
OAI.PD4Tensor.nilEvalline 18 - theorem
OAI.PD4Tensor.nilEval_Xline 25 - theorem
OAI.PD4Tensor.nilEval_coeline 34 - theorem
OAI.PD4Tensor.nilEval_mapline 43 - theorem
OAI.PD4Tensor.nilEval_nilpotentline 58 - theorem
OAI.PD4Tensor.nilEval_substline 73 - theorem
OAI.PD4Tensor.continuous_formal_pderivline 93 - theorem
OAI.PD4Tensor.nilEval_pderiv_coeline 103 - theorem
OAI.PD4Tensor.nilEval_pderivline 120 - def
OAI.PD4Tensor.FrobeniusTruncation.boundedCoeffline 147 - theorem
OAI.PD4Tensor.FrobeniusTruncation.boundedCoeff_mkline 153 - def
OAI.PD4Tensor.FrobeniusTruncation.formalEvalline 157 - theorem
OAI.PD4Tensor.FrobeniusTruncation.formalEval_coeline 161 - theorem
OAI.PD4Tensor.FrobeniusTruncation.boundedCoeff_formalEvalline 175 - theorem
OAI.PD4Tensor.FrobeniusTruncation.formalEval_powline 194 - def
OAI.PD4Tensor.FrobeniusTruncation.formalSubstline 203 - theorem
OAI.PD4Tensor.FrobeniusTruncation.formalSubst_coordline 211 - theorem
OAI.PD4Tensor.FrobeniusTruncation.formalSubst_bijectiveline 219