Catalog of Algebras - Algebras

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# Catalog of Algebras

The `algebras` object may be used to access examples of various algebras currently implemented in Sage. Using tab-completion on this object is an easy way to discover and quickly create the algebras that are available (as listed here).

Let `<tab>` indicate pressing the `Tab` key. So begin by typing `algebras.<tab>` to the see the currently implemented named algebras.

- `algebras.AlternatingCentralExtensionQuantumOnsager`

- `algebras.ArikiKoike`

- `algebras.AskeyWilson`

- `algebras.Blob`

- `algebras.Brauer`

- `algebras.Clifford`

- `algebras.ClusterAlgebra`

- `algebras.CubicHecke`

- `algebras.Descent`

- `algebras.DifferentialWeyl`

- `algebras.DownUp`

- `algebras.Exterior`

- `algebras.FiniteDimensional`

- `algebras.FQSym`

- `algebras.Free`

- `algebras.FreeZinbiel`

- `algebras.FreePreLie`

- `algebras.FreeDendriform`

- `algebras.FSym`

- `algebras.GradedCommutative`

- `algebras.Group`

- `algebras.GrossmanLarson`

- `algebras.Hall`

- `algebras.Incidence`

- `algebras.IwahoriHecke`

- `algebras.Moebius`

- `algebras.Jordan`

- `algebras.Lie`

- `algebras.MalvenutoReutenauer`

- `algebras.NilCoxeter`

- `algebras.Octonion`

- `algebras.OrlikTerao`

- `algebras.OrlikSolomon`

- `algebras.QuantumClifford`

- `algebras.QuantumGL`

- `algebras.QuantumMatrixCoordinate`

- `algebras.QuantumOscillator`

- `algebras.QSym`

- `algebras.Partition`

- `algebras.PlanarPartition`

- `algebras.qCommutingPolynomials`

- `algebras.qCommutingLaurentPolynomials`

- `algebras.QuantumGroup`

- `algebras.Quaternion`

- `algebras.RationalCherednik`

- `algebras.Schur`

- `algebras.Shuffle`

- `algebras.Steenrod`

- `algebras.TemperleyLieb`

- `algebras.Tensor`

- `algebras.WQSym`

- `algebras.Yangian`

- `algebras.YokonumaHecke`