| Cellular algebra ： ウィキペディア英語版|
In abstract algebra, a cellular algebra is a finite-dimensional associative algebra ''A'' with a distinguished cellular basis which is particularly well-adapted to studying the representation theory of ''A''.
== History ==
The cellular algebras discussed in this article were introduced in a 1996 paper of Graham and Lehrer. However, the terminology had previously been used by Weisfeiler and Lehman in the Soviet Union in the 1960s, to describe what are also known as association schemes.
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