Category:Diagram algebras
Here is a list of articles in the category Diagram algebras of the Computing portal that unifies foundations of mathematics and computations using computers. In mathematics, a diagram algebra is an algebraic structure in which operations are performed using diagrams rather than traditional techniques. In particular, diagrammatic equations can be constructed and manipulated. Usually such algebras have a traditional counterpart which is categorically equivalent.
Pages in category "Diagram algebras"
The following 13 pages are in this category, out of 13 total.
A
- Alexander polynomial (computing)
- Alternating planar algebra (computing)
B
- Begriffsschrift (computing)
- Birman–Wenzl algebra (computing)
- Braid group (computing)
- Brauer algebra (computing)
P
- Penrose graphical notation (physics)
- Planar algebra (computing)
S
- Skein relation (computing)
- Spider diagram (computing)
- Spin network (physics)
T
- Temperley–Lieb algebra (computing)
- Trace diagram (computing)
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