let $f$ be a finite extension of $bbb q$‎, ‎${bbb q}_p$ or a global‎ ‎field of positive characteristic‎, ‎and let $e/f$ be a galois extension‎. ‎we study the realization fields of‎ ‎finite subgroups $g$ of $gl_n(e)$ stable under the natural‎ ‎operation of the galois group of $e/f$‎. ‎though for sufficiently large $n$ and a fixed‎ algebraic number field $f$ every its finite extension $e$ is‎ ‎re...

abstract this study uses annual data over the period 2005-2014 and the panel vecm approach to examine financial inclusion and monetary policy effectiveness in africa. the study shows that financial inclusion and monetary policy effectiveness are linked by a set of long-run relationships. policy reaction to the positive financial inclusion shock is not significant. policy reaction to the positiv...

abstract in present paper has tried to examine and investigate quality of effectiveness of monetary shocks on the growth of agricultural sector by using time series dataes of iran economy during 1960-2006 , filter hodric-prescott method and liner regressive models. the resultes show that qualily of effectiveness monetary shocks on growth of agricultural sector is asymmetric and length of effect...

the concept of geometric-arithmetic indices (ga) was put forward in chemical graph theoryvery recently. in spite of this, several works have already appeared dealing with these indices.in this paper we present lower and upper bounds on the second geometric-arithmetic index(ga2) and characterize the extremal graphs. moreover, we establish nordhaus-gaddum-typeresults for ga2.

continuing the work k. c. das, i. gutman, b. furtula, on second geometric-arithmetic indexof graphs, iran. j. math chem., 1(2) (2010) 17-28, in this paper we present lower and upperbounds on the third geometric-arithmetic index ga3 and characterize the extremal graphs.moreover, we give nordhaus-gaddum-type result for ga3.

By Grothedieck's Anabelian conjectures, Galois representations landing in outer automorphism group of the algebraic fundamental group which are associated to hyperbolic smooth curves defined over number fields encode all arithmetic information of these curves. The goal of this paper is to develope and arithmetic teichmuller theory, by which we mean, introducing arithmetic objects summarizing th...

the subject of monetary policy orientation and tailoring a framework within which the credibility and desirability of the policies and the policy makers is enhanced, while the most important goal of policies, i.e reaching to and preserving a low and stable inflation rate is achieved, has recently been a controversial issue for a large number of economists. in fact the necessity arised since the...

Let K/F and K/L be two cyclic Galois field extensions and D = (K/F, σ, c) a cyclic algebra. Given an invertible element d ∈ D, we present three families of unital nonassociative algebras over L ∩ F defined on the direct sum of n copies of D. Two of these families appear either explicitly or implicitly in the designs of fast-decodable space-time block codes in papers by Srinath, Rajan, Markin, O...

Measurements of CDP sample area were made in urgent but brief laboratory studies for RAF's two CDP probes (s/n #58 and #16). These two probes are nominally identical, but the features of these probes have changed over the past year, as follows: (a) electrical damage of #58 during the ICE-T project (July 2011) required rebuild by DMT; (b) December 2011 electronics and firmware upgrades were made...

The paper considers a generalization of Peano arithmetic, Hilbert arithmetic as the basis world in Pythagorean manner. unifies foundations mathematics (Peano and set theory), physics (quantum mechanics information), philosophical transcendentalism (Husserl’s phenomenology) into formal theory mathematical structure literally following Husserl’s tracе “philosophy rigorous science”. In pathway to ...