Projectability and splitting property of lattice ordered groups
In this paper we deal with the notions of projectability, spliting property and Dedekind completeness of lattice ordered groups, and with the relations between these notions.
Projectable kernel of a lattice ordered group
Projection operator techniques in Lagrangian mechanics: Symmetrically coupled oscillators.
Projection representable relations on Menger -semigroups
Abstract characterizations of relations of nonempty intersection, inclusion end equality of domains for partial -place functions are presented. Representations of Menger -semigroups by partial -place functions closed with respect to these relations are investigated.
Projections in C*-Algebras of nilpotent groups.
Projective geometry for orthogonal groups.
Projective Modules in Blocks with Elementary Abelian Defect Groups.
Projective modules over binary polyhedral groups.
Projective purities
Projective representations of generalized symmetric groups.
Projective representations of reflection groups
Projective representations of : ring structure and inductive formulae
Projective representations of the generalized symmetric groups
Projective Resolutions for a Certain Class of Groups.
Projective resolutions of representations of GL (n).
Projective simplicity of groups of rational points of simply connected algebraic groups defined over number fields
Projectives in inverse semigroups.
Projectivities in Finite Abelian p-Groups.
Projectivities in finite -groups
Projectivities of free products