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comply with CAP, MonoidalCategories, CartesianCategories
* CAP v2026.05-02 * MonoidalCategories v2026.05-01 * CartesianCategories v2026.05-01
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Project.toml

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name = "CapAndHomalg"
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uuid = "c4774649-1891-41ea-a883-87141804c57c"
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authors = ["Mohamed Barakat <mohamed.barakat@uni-siegen.de>"]
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version = "1.6.10"
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version = "1.6.11"
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[deps]
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GAP = "c863536a-3901-11e9-33e7-d5cd0df7b904"

docs/src/examples.md

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julia> Sgrmod = GradedLeftPresentations( S )
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GAP: The category of graded left f.p. modules over Q[x,y] (with weights [ 1, 1 ])
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julia> InfoOfInstalledOperationsOfCategory( Sgrmod )
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38 primitive operations were used to derive 229 operations for this category which algorithmically
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julia> Display( Sgrmod )
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A CAP category with name The category of graded left f.p. modules over Q[x,y] (with weights [ 1, 1 ]):
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38 primitive operations were used to derive 242 operations for this category which algorithmically
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* IsAbelianCategoryWithEnoughProjectives
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* IsAdditiveMonoidalCategory
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and not yet algorithmically
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julia> CohP1 = Sgrmod / C
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GAP: The Serre quotient category of The category of graded left f.p. modules over Q[x,y] (with weights [ 1, 1 ]) by test function with name: is_artinian
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julia> InfoOfInstalledOperationsOfCategory( CohP1 )
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21 primitive operations were used to derive 188 operations for this category which algorithmically
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julia> Display( CohP1 )
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A CAP category with name The Serre quotient category of The category of graded left f.p. modules over Q[x,y] (with weights [ 1, 1 ]) by test function with name: is_artinian:
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21 primitive operations were used to derive 197 operations for this category which algorithmically
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* IsAbelianCategory
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julia> Sh = CanonicalProjection( CohP1 )

src/conversions.jl

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end
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export Display
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function InfoOfInstalledOperationsOfCategory(obj::GapObj)
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Display(InfoStringOfInstalledOperationsOfCategory(obj))
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end
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export InfoOfInstalledOperationsOfCategory

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