Adriana Cătaş Faculty of Sciences, University of Oradea, Romania [email protected] Abstract By making use of a multiplier transformation, a subclass of p-valent functions in the open unit disc is introduced. The main results of the present paper provide various interesting properties of functions belonging to the new subclass. Some of these properties include, for example, several coefficient in...

In this paper, we propose the new two-dimensional (2-D) systolic-array structures of IIR/FIR digital filters without global broadcast by the different derivation and another systolic transformation. For more practical considerations, we further provide a detailed block diagram of a 2-D FIR filter using recently proposed multiplier to reduce the roundoff quantization error in the logic-gate leve...

In order for primal-dual methods to be applicable to a constrained minimization problem, it is necessary that restrictive convexity conditions are satisfied. In this paper, we consider a procedure by means of which a nonconvex problem is convexified and transformed into one which can be solved with the aid of primal-dual methods. Under this transformation, separability of the type necessary for...

In this paper a multiplierless array architecture of Affine transformation is proposed. The array architecture utilizes CoOrdinate Rotation DIgital Computer (CORDIC) arithmetic unit as the basic Processing Element (PE). To construct the architecture two types of CORDIC units viz. the circular and linear are used. The architecture is flexible and can be configured according to the specification ...

We propose a new version of the superfield action for a closed D = 10, N = 1 superstring where the Lorentz harmonics are used as auxiliary superfields. The incorporation of Lorentz harmonics into the superfield action makes possible to obtain superfield constraints of the induced worldsheet supergravity as equations of motion. Moreover, it becomes evident that a so-called ’Wess-Zumino part’ of ...

Formal and informal modifications to the US-Japan Alliance have expanded value operational structure delivers in support of US Japanese national combined naval activities Southeast Asia. This article analyzes how now serves as an increasingly powerful force multiplier which magnifies capabilities, efficiency, impact two allies’ Unlike previous studies on role United States or Japan region, it f...

The Bogomolov multiplier is a group theoretical invariant isomorphic to the unramified Brauer group of a given quotient space. We derive a homological version of the Bogomolov multiplier, prove a Hopf-type formula, find a five term exact sequence corresponding to this invariant, and describe the role of the Bogomolov multiplier in the theory of central extensions. A new description of the Bogom...