Instructions to the authors Manuscripts

[5] Shapiro A., On functions representable as a difference of two convex functions in inequality constrained optimization, Research report University of South Africa, 1983. [6] Vesel´

This is a survey of the known properties of Iwasawa algebras, i.e., completed group rings of compact p-adic analytic groups with coefficients the ring Z p of p-adic integers or

We shall always assume that the commutative algebra A is finitely generated over the ring k, with rational action of a Chevalley group scheme G. Further, M will be a noetherian

We then con- sider CM abelian extensions of totally real fields and by combining our earlier considerations with the known validity of the Main Con- jecture of Iwasawa theory we

Concerning the Goldberg conjecture, we will prove a result obtained by applying the result of Iton in terms of L 2 -norm of the scalar curvature.. 2000 Mathematics

· in inter-universal Teichm¨ uller theory, various anabelian and Kummer- theoretic aspects of Galois or arithmetic fundamental groups that act on such monoids play a fundamental

Section 3 is first devoted to the study of a-priori bounds for positive solutions to problem (D) and then to prove our main theorem by using Leray Schauder degree arguments.. To show

b Department of Physics, Nagoya University, Nagoya 464-8602, Japan abstract: We present a method to construct symplecticity-preserving renormalization group maps by using the