in this paper we characterize hyper mv -algebras in which 0 or1 are scalar elements . we prove that any nite hyper mv -algebra that 0is a scaler element in it, is an mv -algebra. finally we characterize hypermv -algebras of order 2 and order 3.

In this paper we characterize hyper MV -algebras in which 0 or1 are scalar elements . We prove that any nite hyper MV -algebra that 0is a scaler element in it, is an MV -algebra. Finally we characterize hyperMV -algebras of order 2 and order 3.

The universal inhibitor Petri net was constructed that executes an arbitrary given inhibitor Petri net. The inhibitor Petri net graph, its marking and the transitions firing sequence were encoded as 10 scalar nonnegative integer numbers and represented by corresponding places of universal net. The algorithm of inhibitor net executing that uses scalar variables only was constructed on its state ...

A system to represent and visualize scalar volume data at multiple resolution is presented. The system is built on a multiresolution model based on tetrahedral meshes with scattered vertices that can be obtained from any initial dataset. The model is built off-line through data simplification techniques, and stored in a compact data structure that supports fast on-line access. The system suppor...

According to the demand on enormous multimedia data processing, we have designed a VLIW (Very Long Instruction Word) processor called DIVA(Dual-Issue VLIW Architecture) exploiting the ILP(instruction-level parallelism) in multimedia programs. DIVA processor which can execute two instructions in one cycle supports 86 instructions including 30 media instructions, and has a sub-word execution stru...

We discuss irreducible polynomials that can be used to speed up square root extraction in fields of characteristic two. The obvious applications are to point halving methods for elliptic curves and divisor halving methods for hyperelliptic curves. Irreducible polynomials P (X) such that the square root ζ of a zero x of P (X) is a sparse polynomial are considered and those for which ζ has minima...

We carry out numerical investigations of the dynamics and perturbations in the Nflation model of Dimopoulos et al. (2005). This model features large numbers of scalar fields with different masses, which can cooperate to drive inflation according to the assisted inflation mechanism. We extend previous work to include random initial conditions for the scalar fields, and explore the predictions fo...

This paper provides new results about efficient arithmetic on (extended) Jacobiquartic form elliptic curves y = dx + 2ax + 1. Recent works have shown thatarithmetic on an elliptic curve in Jacobi quartic form can be performed solidly fasterthan the corresponding operations in Weierstrass form. These proposals use up to 7coordinates to represent a single point. However, fast scal...

In recent years, Single Chip Multiprocessors have been gaining ground as alternatives to superscalar processor architectures. Comparisons [3] between CMPs and Superscalar Processors argue the case for chip multiprocessors through the results that super scalar architectures outperform CMPs of comparable die size and cost by only a small margin where coarse grained parallelism is not available. O...