
Unipotent - Wikipedia
In mathematics, a unipotent element [1] r of a ring R is one such that r − 1 is a nilpotent element; in other words, (r − 1) n is zero for some n. In particular, a square matrix M is a unipotent …
Cell potency - Wikipedia
In cell biology, a unipotent cell is the concept that one stem cell has the capacity to differentiate into only one cell type. [43] It is currently unclear if true unipotent stem cells exist. …
Unipotent -- from Wolfram MathWorld
6 天之前 · One feature of a unipotent matrix is that its matrix powers have entries which grow like a polynomial in . A semisimple element of a group is unipotent if is a p-group, where is the …
Unipotent group - Encyclopedia of Mathematics
2019年12月17日 · An example of a unipotent group is the group $ U _{n} (K) $ of all upper-triangular matrices in $ \mathop{\rm GL}\nolimits _{n} (K) $ with 1's on the main diagonal. If $ k …
UNIPOTENT Definition & Meaning | Merriam-Webster Medical
5 天之前 · The meaning of UNIPOTENT is having power in one way only; especially : capable of developing only in one direction or to one end product. How to use unipotent in a sentence.
Unipotent element - Encyclopedia of Mathematics
2019年12月17日 · Unipotent elements play an important role in the theory of discrete subgroups (cf. Discrete subgroup) of algebraic groups and Lie groups.
Unipotent matrix - Encyclopedia of Mathematics
2020年6月6日 · A matrix group is called unipotent if every matrix in it is unipotent. Any unipotent subgroup of $ \mathop{\rm GL} ( n, F ) $, where $ F $ is a field, is conjugate in $ \mathop{\rm …