Function_compl:
Rename f_inv_correct_{l,r} -> f_inv_can_{l,r}. Function_sub: Add def involS. Add and prove involS_injS, involS_bijS. Rename f_invS_canS_l <-> f_invS_canS_r. Add and prove f_invS_uniq_{l,r}, f_invS_{bijS,injS,surjS}, f_invS_eq_equiv, f_invS_neq_equiv, f_invS_ext, f_invS_invol{,_alt}, f_invS_id{,_rev,_equiv}. ord_compl, Finite_family, ModuleSpace_compl, AffineSpace, Finite_dim, poly_Lagrange, P_approx_k, FE_LagP: Propagate new API (from Function_compl). FE_LagP: Propagate new API (from Function_sub).
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- FEM/Algebra/AffineSpace.v 2 additions, 2 deletionsFEM/Algebra/AffineSpace.v
- FEM/Algebra/Finite_dim.v 5 additions, 5 deletionsFEM/Algebra/Finite_dim.v
- FEM/Algebra/Finite_family.v 17 additions, 17 deletionsFEM/Algebra/Finite_family.v
- FEM/Algebra/ModuleSpace_compl.v 1 addition, 1 deletionFEM/Algebra/ModuleSpace_compl.v
- FEM/Algebra/ord_compl.v 6 additions, 6 deletionsFEM/Algebra/ord_compl.v
- FEM/Compl/Function_compl.v 13 additions, 13 deletionsFEM/Compl/Function_compl.v
- FEM/Compl/Function_sub.v 130 additions, 90 deletionsFEM/Compl/Function_sub.v
- FEM/FE_LagP.v 2 additions, 2 deletionsFEM/FE_LagP.v
- FEM/P_approx_k.v 2 additions, 2 deletionsFEM/P_approx_k.v
- FEM/poly_Lagrange.v 2 additions, 2 deletionsFEM/poly_Lagrange.v
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