- In mathematics, a
unipotent element 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...
- In mathematics, a
unipotent representation of a
reductive group is a
representation that has some
similarities with
unipotent conjugacy classes of groups...
- &0&*\end{array}}\right)} . The
group U {\displaystyle U} is an
example of a
unipotent linear algebraic group, the
group B {\displaystyle B} is an
example of...
-
unipotent cell is the
concept that one stem cell has the
capacity to
differentiate into only one cell type. It is
currently unclear if true
unipotent...
- ISBN 0-387-97370-2, MR 1102012 Borel, Armand; ****,
Jacques (1971), "Éléments
unipotents et sous-groupes
paraboliques de
groupes réductifs. I.",
Inventiones Mathematicae...
- theory.
Around 1990, she
proved a
group of
major theorems concerning unipotent flows on
homogeneous spaces,
known as Ratner's theorems.
Ratner was elected...
-
researchers do not
consider multipotency to be
essential and
believe that
unipotent self-renewing stem
cells can exist.
These properties can be illustrated...
- They
exist to
replenish rapidly lost cell
types and are
multipotent or
unipotent,
meaning they only
differentiate into a few cell
types or one type of...
- Ratner's
theorems are a
group of
major theorems in
ergodic theory concerning unipotent flows on
homogeneous spaces proved by
Marina Ratner around 1990. The theorems...
- The
myeloblast is a
unipotent white blood cells which differentiates into the
effectors of the
granulocyte series. It is
found in the bone marrow. Stimulation...
