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From a Sullivan Model to an IBL Algebra
Hodge Type and the Nondegenerate Quotient
The Canonical IBL Algebra of the Circle
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Algebraic Models
Beilinson-Drinfeld Formalism
Canonical Lie Bialgebra
Chern-Simons Theory
Hodge Decompositions
Homotopy Algebras
Sullivan Models
Symbols
$SullivanModels
AInfinityAlgebra
AInfinityAlgebraQ
AInfinityMorphism
AInfinityOperation
CanonicalBeilinsonDrinfeldBracket
CanonicalBeilinsonDrinfeldHomotopy
CanonicalBeilinsonDrinfeldOperator
CanonicalLieBialgebra
CanonicalLieBracket
CanonicalLieCobracket
CanonicalMaurerCartan
ChordContraction
CochainComplexWithPairing
CyclicHochschildDifferential
CyclicWord
DegenerateSubspace
DualPairing
ElementDegree
ExteriorProduct
ExteriorToSymmetric
FindHarmonicSubspace
FindHodgeDecomposition
FindPreHodgeDecomposition
GenerateCyclicWords
GradedPairing
GradedPairingQ
HBar
HarmonicProjection
HodgeDecomposition
HodgeExtension
HodgeTypeQ
HodgeTypeReport
KoszulSign
MaurerCartanAnsatz
MaurerCartanBasis
MaurerCartanElement
NondegenerateQuotient
Obstruction
OrientationQ
PerfectPairingQ
PoincareDualityAlgebra
PoincareDualityAlgebraQ
PoincareDualityQ
PreHodgeDecomposition
Relations
RelationsQ
SpecialPropagator
SullivanModel
SullivanModelBasis
SullivanModelDifferential
SullivanModelOrientation
SullivanModelPairing
SullivanModelProduct
SullivanModelQ
SymmetricProduct
SymmetricToExterior
TwistedCobracket
TwistedDifferential