Mathlib Changelog
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2025-06-02 06:39
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feat: various lemmas to support construction of Lie algebra from root system (
#25214
)
Estimated changes
Modified
Mathlib/Algebra/BigOperators/Group/Finset/Basic.lean
added
theorem
Finset.prod_eq_ite
Modified
Mathlib/Algebra/Lie/Basic.lean
added
theorem
LieEquiv.coe_coe
Modified
Mathlib/Algebra/Lie/Matrix.lean
added
theorem
LieModule.toEnd_matrix
modified
def
Matrix.lieConj
modified
theorem
Matrix.lieConj_apply
modified
theorem
Matrix.lieConj_symm_apply
added
theorem
Matrix.lie_apply
modified
def
Matrix.reindexLieEquiv
modified
theorem
Matrix.reindexLieEquiv_apply
modified
theorem
Matrix.reindexLieEquiv_symm
Modified
Mathlib/Algebra/Lie/OfAssociative.lean
Modified
Mathlib/Data/Matrix/Diagonal.lean
added
theorem
Matrix.natCast_apply
added
theorem
Matrix.ofNat_apply
Modified
Mathlib/LinearAlgebra/LinearIndependent/Lemmas.lean
added
theorem
LinearIndependent.pair_add_left_iff
added
theorem
LinearIndependent.pair_add_right_iff
Modified
Mathlib/LinearAlgebra/RootSystem/Base.lean
added
theorem
RootPairing.Base.toCoweightBasis_repr_coroot
added
theorem
RootPairing.Base.toWeightBasis_repr_root
Modified
Mathlib/LinearAlgebra/RootSystem/CartanMatrix.lean
added
theorem
RootPairing.Base.abs_cartanMatrix_apply
added
theorem
RootPairing.Base.cartanMatrix_map_abs
Modified
Mathlib/LinearAlgebra/RootSystem/Chain.lean
added
theorem
RootPairing.Iic_chainBotCoeff_eq
added
theorem
RootPairing.Iic_chainTopCoeff_eq
added
theorem
RootPairing.chainBotCoeff_eq_sSup
added
theorem
RootPairing.chainBotCoeff_eq_zero_iff
added
theorem
RootPairing.chainBotCoeff_of_add
added
theorem
RootPairing.chainTopCoeff_eq_sSup
added
theorem
RootPairing.chainTopCoeff_eq_zero_iff
added
theorem
RootPairing.chainTopCoeff_of_sub
added
theorem
RootPairing.coe_chainBotCoeff_eq_sSup
added
theorem
RootPairing.coe_chainTopCoeff_eq_sSup
added
theorem
RootPairing.setOf_root_add_zsmul_mem_eq_Icc
added
theorem
RootPairing.setOf_root_sub_zsmul_mem_eq_Icc
Modified
Mathlib/LinearAlgebra/RootSystem/Defs.lean
added
theorem
RootPairing.ne_neg