AInfinity : Index

• AInfinity -- A-infinity algebra and module structures on free resolutions
• aInfinity -- aInfinity algebra and module structures on free resolutions
• aInfinity(...,Check=>...) -- aInfinity algebra and module structures on free resolutions
• aInfinity(...,LengthLimit=>...) -- aInfinity algebra and module structures on free resolutions
• aInfinity(...,Order=>...) -- aInfinity algebra and module structures on free resolutions
• aInfinity(HashTable,Module) -- aInfinity algebra and module structures on free resolutions
• aInfinity(Module) -- aInfinity algebra and module structures on free resolutions
• aInfinity(Ring) -- aInfinity algebra and module structures on free resolutions
• burkeDifferential -- compute a resolution from A-infinity structures
• burkeDifferential(HashTable,HashTable,ZZ) -- compute a resolution from A-infinity structures
• burkeResolution -- compute a resolution from A-infinity structures
• burkeResolution(...,Check=>...) -- compute a resolution from A-infinity structures
• burkeResolution(Module,ZZ) -- compute a resolution from A-infinity structures
• Check -- Option for burkeResolution
• displayBlocks -- prints a matrix showing the source and target decomposition
• displayBlocks(Matrix) -- prints a matrix showing the source and target decomposition
• extractBlocks -- displays components of a map in a labeled complex
• extractBlocks(Matrix,List) -- displays components of a map in a labeled complex
• extractBlocks(Matrix,List,List) -- displays components of a map in a labeled complex
• golodBetti -- list the ranks of the free modules in the resolution of a Golod module
• golodBetti(Module,ZZ) -- list the ranks of the free modules in the resolution of a Golod module
• hasMinimalMult -- Determines if the A-infinity multiplication is minimal
• hasMinimalMult(Ideal) -- Determines if the A-infinity multiplication is minimal
• hasMinimalMult(Ideal,ZZ) -- Determines if the A-infinity multiplication is minimal
• hasMinimalMult(Ring) -- Determines if the A-infinity multiplication is minimal
• hasMinimalMult(Ring,InfiniteNumber) -- Determines if the A-infinity multiplication is minimal
• hasMinimalMult(Ring,ZZ) -- Determines if the A-infinity multiplication is minimal
• isGolodAInf -- Determines if the ring is Golod or not
• isGolodAInf(Ring) -- Determines if the ring is Golod or not
• picture -- displays information about the blocks of a map or maps between direct sum modules
• picture(...,ShowRanks=>...) -- displays information about the blocks of a map or maps between direct sum modules
• picture(ChainComplex) -- displays information about the blocks of a map or maps between direct sum modules
• picture(Complex) -- displays information about the blocks of a map or maps between direct sum modules
• picture(Matrix) -- displays information about the blocks of a map or maps between direct sum modules
• picture(Module) -- displays information about the blocks of a map or maps between direct sum modules
• ShowRanks -- displays information about the blocks of a map or maps between direct sum modules