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kigen.transf

Transformations and permutations simply representated as vectors.

Transformations and permutations simply representated as vectors.
raw docstring

->transfclj

(->transf points action)
source

actclj

(act points t)

Transformation t acting on a set of points.

Transformation t acting on a set of points.
sourceraw docstring

collapsingclj

(collapsing n)
source

conjugateclj

(conjugate t p)

The conjugate of a transformation by direct relabeling according to p.

The conjugate of a transformation by direct relabeling according to p.
sourceraw docstring

conjugate-by-definitionclj

(conjugate-by-definition t p)

The conjugate of a transformation by a permutation according to the definition, i.e. multiplying by inverse on the left and p on the right.

The conjugate of a transformation by a permutation according to the
definition, i.e. multiplying by inverse on the left and p on the right.
sourceraw docstring

cyclic-gensclj

(cyclic-gens n)
source

full-ts-gensclj

(full-ts-gens n)

Generators of the full transformation semigroup of degree n.

Generators of the full transformation semigroup of degree n.
sourceraw docstring

idmapclj

(idmap n)
source

inverseclj

(inverse t)

Inverse of a bijective transformation.

Inverse of a bijective transformation.
sourceraw docstring

mulclj

(mul s t)

Right multiplication of transformations represented by vectors.

Right multiplication of transformations represented by vectors.
sourceraw docstring

ncycleclj

(ncycle n)
source

pts-gensclj

(pts-gens n)

Generators of the partial transformation semigroup of degree n.

Generators of the partial transformation semigroup of degree n.
sourceraw docstring

sgp-by-gensclj

(sgp-by-gens gens)

Transformation semigroup by generators.

Transformation semigroup by generators. 
sourceraw docstring

sym-inv-gensclj

(sym-inv-gens n)

Generators of the symmetric inverse monoid of degree n.

Generators of the symmetric inverse monoid of degree n.
sourceraw docstring

symmetric-gensclj

(symmetric-gens n)

Generators of the symmetric group of degree n using the embedding into the partitioned binary relation monoid defined by f.

Generators of the symmetric group of degree n using the embedding
into the partitioned binary relation monoid defined by f.
sourceraw docstring

transpositionclj

(transposition n)
source

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