Consolidation of Free-Cutting Lead-Free Brass by Hot Extrusion and its Properties

Theorem 5 (strongly visible ⇒ multiplicity-free). The slice plays a crucial role when we formulate a multiplicity-free theorem in the vector bundle case, as we have seen in Theorem

Graev obtained in that paper (Theorem 9 of § 11) a complete isomorphical classification of free topological groups of countable compact spaces (of course two topological groups are

In this paper the classes of groups we will be interested in are the following three: groups of the form F k o α Z for F k a free group of finite rank k and α an automorphism of F k

Our objective in this paper is to extend the more precise result of Saias [26] for Ψ(x, y) to an algebraic number field in order to compare the formulae obtained, and we apply

On figures 2 and 6, the minimum, maximum and two of the intermediate free energies discussed in subsections 3.5 and 6.5 are shown for sinusoidal and exponential histories with n =

Given a compact Hausdorff topological group G, we denote by O(G) the dense Hopf ∗-subalgebra of the commutative C ∗ -algebra C(G) spanned by the matrix coefficients of

§3 recalls some facts about the automorphism group of a free group in the language of representation theory and free differential calculus.. §4 recalls elementary properties of

Keywords and Phrases: Profinite cohomology, lower p-central filtra- tion, Lyndon words, Shuffle relations, Massey