Uniform semigroups whose proper quasiideal s are power joined.
Uniformly bounded representations of free groups.
Uniformly quasiregular semigroups in two dimensions.
Uniformly synchronous codes.
Uniformly synchronous limited codes.
Uniformly -regular rings and semigroups: a survey
Unifying congruences on S(I).
Union and symmetry preserving endomorphisms of the semigroup of all binary relations on a set
Union and symmetry preserving homomorphisms of semigroups of closed relations.
Union preserving homomorphisms of semigroups of closed relations.
Unions of dihedral groups.
Unions of subquasigroups
Unipotent blocks of finite reductive groups of a given type.
Unipotent characters of the chevalley groups D4(q), q ODD.
Unipotent Characters of the Sympletic and Odd Orthogonal Groups Over a Finite Field.
Unipotent quasigroups
Unique -closure for some -groups of rational valued functions
Usually, an abelian -group, even an archimedean -group, has a relatively large infinity of distinct -closures. Here, we find a reasonably large class with unique and perfectly describable -closure, the class of archimedean -groups with weak unit which are “-convex”. ( is the group of rationals.) Any is -convex and its unique -closure is the Alexandroff algebra of functions on defined from the clopen sets; this is sometimes .
Unique covering on radical classes of -groups
Unique prime factorization in a partial semigroup of matrix-polynomials
We establish a unique factorization result into irreducibel elements in the partial semigroup of 2 × 2-matrices with entries in K[x] whose determinant is equal to 1, where K is a field, and where multiplication is defined as the usual matrix-multiplication if the degrees of the factors add up. This investigation is motivated by a result on matrices of entire functions.
Unique reducibility of subsets of commutative topological groups and semigroups.