On generalized Newton’s aerodynamic problem

On Vector Equilibrium Problem with Generalized Pseudomonotonicity

In this paper, first a short history of the notion of equilibrium problem in Economics and Nash$acute{'}$ game theory is stated. Also the relationship between equilibrium problem among important mathematical problems like optimization problem, nonlinear programming, variational inequality problem, fixed point problem and complementarity problem is given. The concept of generalized pseudomonoton...

"Gridifying" Aerodynamic Design Problem Using GridRPC

This paper presents a “gridifying” process for aerodynamic wing design as a case study of complex engineering design problems. In order to assist engineers and scientists to solve the problems on the Grid environment effectively, we developed an API based on GridRPC, a Remote Procedure Call standard interface for Grid-enabled applications. In this work, we also provide mechanisms to reduce comm...

On generalized middle-level problem

Let Gn be the subgraph of the hypercube Qn induced by levels between k and n − k, where n ≥ 2k + 1 is odd. The well-known middle level conjecture asserts that G2k+1 is Hamiltonian for all k ≥ 1. We study this problem in Gn for fixed k. It is known that Gn and G 1 n are Hamiltonian for all odd n ≥ 3. In this paper we prove that also Gn is Hamiltonian for all odd n ≥ 5, and we conjecture that Gn ...

Generalized Jacobian and Discrete Logarithm Problem on Elliptic Curves

Let E be an elliptic curve over the finite field F_{q}, P a point in E(F_{q}) of order n, and Q a point in the group generated by P. The discrete logarithm problem on E is to find the number k such that Q = kP. In this paper we reduce the discrete logarithm problem on E[n] to the discrete logarithm on the group F*_{q} , the multiplicative group of nonzero elements of Fq, in the case where n | q...

On a Generalized Ruin Problem