ON LOCALLY COMPACT ABELIAN GROUPS

In particular, the group of automorphisms fixing every normal subgroup of a metabelian group is soluble of derived length at most 3.. An example shows that this bound cannot

LINTON, Abelian groups in which every neat subgroup is a direct summand, Publ. MEGIBBEN, Kernels of purity in abelian

Stability of representation with respect to increasing lim- its of Newtonian and Riesz potentials is established in ([16], Theorem 1.26, Theorem 3.9).. Convergence properties

We will state and prove a pronite analog of the main result of [2] (see also [1]) concerning the connection between associators on the one hand and solu- tions of the

The construction of M G is not unique, that is, given a finite connected graph G with more than one vertex, there exist infinitely many non-isomorphic minimal Sullivan algebras

When the vector field Z is holomorphic the real vector fields X and Y (cf. This follows from a straightforward computation in local coordinates.. Restriction to the

We review the Pontryagin duality theory. A function from G to G' is called a homomorphism if it is continuous and preserves the group operation. B y the category of

Kobayashi, S., Ochiai, T.: Three-dimensional compact K~ihler manifolds with positive holo- morphic bisectional curvature... Kobayashi, S., Ochiai, T.: Characterizations