Prime graph components of finite almost simple groups
Prime ideals and maximal ideals in semigroups
Prime ideals in a semigroup of measures
Prime ideals in autometrized algebras
Primitive Characters, Normal Subgroups, and M-Groups.
Primitive characters of subgroups of M-groups.
Primitive Ideals of Group Algebras of Supersoluble Groups.
Primitive idempotents and the socle in group rings of periodic abelian groups
Primitive Idempotents of the Group Algebra CSL(3,q).
Primitive orthodox semigroups.
Primitive Permuationsgruppen mit einem Subkonstituenten vom Grad 2f.
Primitive Permutation Groups with Small Orbitals.
Primitives in the Free Group on Two Generators.
Primitivmengen in additiven abelschen Gruppen.
Principal blocks and -radical groups
Let be a finite group and a field of characteristic . In this paper, we obtain several equivalent conditions to determine whether the principal block of a finite -solvable group is -radical, which means that has the property that is semisimple as a -module, where is a Sylow -subgroup of , is the trivial -module, is the induced module, and is the block idempotent of . We also give the complete classification of a finite -solvable group which has not more than three...
Principal bundles, groupoids, and connections
We clarify in which precise sense the theory of principal bundles and the theory of groupoids are equivalent; and how this equivalence of theories, in the differentiable case, reflects itself in the theory of connections. The method used is that of synthetic differential geometry.
Principal congruence link complements
In this paper we study principal congruence link complements in . It is known that there are only finitely many such link complements, and we make a start on enumerating them using a combination of theoretical methods and computer calculations with MAGMA.
Principal continuum congruences, regular ...-classes and local subsemigroups.
Principal ideals in the semigroup of binary relations on a finite set: What happens when one element is added to the set.
Principal ideals of finitely generated commutative monoids
We study the semigroups isomorphic to principal ideals of finitely generated commutative monoids. We define the concept of finite presentation for this kind of semigroups. Furthermore, we show how to obtain information on these semigroups from their presentations.