Documentation Verification Report

DimSevenPlane

šŸ“ Source: PhysLean/Particles/BeyondTheStandardModel/RHN/AnomalyCancellation/Ordinary/DimSevenPlane.lean

Statistics

MetricCount
DefinitionsB, Bā‚€, B₁, Bā‚‚, Bā‚ƒ, Bā‚„, Bā‚…, B₆
8
TheoremsB_in_accCube, B_sum_is_sol, Bi_Bi_Bj_cubic, Bi_Bj_Bk_cubic, Bi_Bj_ne_cubic, Bā‚€_Bi_cubic, Bā‚€_cubic, B₁_Bi_cubic, B₁_cubic, Bā‚‚_Bi_cubic, Bā‚‚_cubic, Bā‚ƒ_Bi_cubic, Bā‚ƒ_cubic, Bā‚„_Bi_cubic, Bā‚„_cubic, Bā‚…_Bi_cubic, Bā‚…_cubic, B₆_Bi_cubic, B₆_cubic, basis_linear_independent, seven_dim_plane_exists
21
Total29

SMRHN.SM

Theorems

NameKindAssumesProvesValidatesDepends On
seven_dim_plane_exists šŸ“–mathematical—ACCSystemCharges.Charges
ACCSystemLinear.toACCSystemCharges
ACCSystemQuad.toACCSystemLinear
ACCSystem.toACCSystemQuad
SMRHN.SM
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
ACCSystem.IsSolution
ACCSystemCharges.ChargesAddCommGroup
—PlaneSeven.basis_linear_independent
PlaneSeven.B_sum_is_sol

SMRHN.SM.PlaneSeven

Definitions

NameCategoryTheorems
B šŸ“–CompOp
13 mathmath: Bi_Bj_ne_cubic, basis_linear_independent, Bā‚„_Bi_cubic, Bā‚…_Bi_cubic, Bi_Bi_Bj_cubic, Bi_Bj_Bk_cubic, B₆_Bi_cubic, B_in_accCube, B_sum_is_sol, Bā‚ƒ_Bi_cubic, B₁_Bi_cubic, Bā‚€_Bi_cubic, Bā‚‚_Bi_cubic
Bā‚€ šŸ“–CompOp
1 mathmath: Bā‚€_cubic
B₁ šŸ“–CompOp
1 mathmath: B₁_cubic
Bā‚‚ šŸ“–CompOp
1 mathmath: Bā‚‚_cubic
Bā‚ƒ šŸ“–CompOp
1 mathmath: Bā‚ƒ_cubic
Bā‚„ šŸ“–CompOp
1 mathmath: Bā‚„_cubic
Bā‚… šŸ“–CompOp
1 mathmath: Bā‚…_cubic
B₆ šŸ“–CompOp
1 mathmath: B₆_cubic

Theorems

NameKindAssumesProvesValidatesDepends On
B_in_accCube šŸ“–mathematical—HomogeneousCubic
ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
HomogeneousCubic.instFun
SMνACCs.accCube
ACCSystemLinear.toACCSystemCharges
ACCSystemQuad.toACCSystemLinear
ACCSystem.toACCSystemQuad
SMRHN.SM
ACCSystemCharges.ChargesAddCommGroup
B
—TriLinearSymm.map_sumā‚ā‚‚ā‚ƒ
TriLinearSymm.map_smul₁
TriLinearSymm.map_smulā‚‚
TriLinearSymm.map_smulā‚ƒ
Bi_Bj_Bk_cubic
B_sum_is_sol šŸ“–mathematical—ACCSystem.IsSolution
SMRHN.SM
ACCSystemCharges.Charges
ACCSystemLinear.toACCSystemCharges
ACCSystemQuad.toACCSystemLinear
ACCSystem.toACCSystemQuad
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.ChargesAddCommGroup
ACCSystemCharges.chargesModule
B
—B_in_accCube
Bi_Bi_Bj_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
——
Bi_Bj_Bk_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bi_Bj_ne_cubic
Bi_Bi_Bj_cubic
Bi_Bj_ne_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bā‚€_Bi_cubic
B₁_Bi_cubic
Bā‚‚_Bi_cubic
Bā‚ƒ_Bi_cubic
Bā‚„_Bi_cubic
Bā‚…_Bi_cubic
B₆_Bi_cubic
Bā‚€_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bā‚€_cubic
Bā‚€_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
Bā‚€
——
B₁_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—B₁_cubic
B₁_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B₁
——
Bā‚‚_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bā‚‚_cubic
Bā‚‚_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
Bā‚‚
——
Bā‚ƒ_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bā‚ƒ_cubic
Bā‚ƒ_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
Bā‚ƒ
——
Bā‚„_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bā‚„_cubic
Bā‚„_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
Bā‚„
——
Bā‚…_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—Bā‚…_cubic
Bā‚…_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
Bā‚…
——
B₆_Bi_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B
—B₆_cubic
B₆_cubic šŸ“–mathematical—ACCSystemCharges.Charges
SMνCharges
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
TriLinearSymm
TriLinearSymm.instFun
SMνACCs.cubeTriLin
B₆
——
basis_linear_independent šŸ“–mathematical—ACCSystemCharges.Charges
ACCSystemLinear.toACCSystemCharges
ACCSystemQuad.toACCSystemLinear
ACCSystem.toACCSystemQuad
SMRHN.SM
B
ACCSystemCharges.chargesAddCommMonoid
ACCSystemCharges.chargesModule
—B₆.eq_1
Bā‚….eq_1
Bā‚„.eq_1
Bā‚ƒ.eq_1
Bā‚‚.eq_1
B₁.eq_1
Bā‚€.eq_1

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