We employ two convex relaxation methods and an iterative linear fractional programming algorithm to solve the nonconvex antenna selection problem for sparse array beamformers. Simulation examples ...

Abstract: This note addresses the problem of enforcing generalized mutual exclusion ... If the plant net belongs to the class of mono-T-semiflow nets, we present an integer linear fractional ...

Many physical phenomenons have been described through fractional diffusion equation viz., transport in porous medium, ground water contamination problem through porous ... In section 5, some numerical ...

Another common struggle: the parts-of-a-whole problem. Fractions are introduced through the “pizza model,” but students’ ...

Physics and Python stuff. Most of the videos here are either adapted from class lectures or solving physics problems. I really like to use numerical calculations without all the fancy programming ...

Basically, Hamlet and Ophelia are “variables” to which numerical values get assigned. The nouns “Lord” and “King” each have a ...

To solve the problem, we used expert judgements in the form of matrices of fuzzy pairwise comparison of separate results of heater operation with each other. The fuzzy decision selection functions ...

Your doctor can advise on other tips that may help define your jawline. For example, they may recommend maintaining a moderate weight and getting enough regular exercise or physical activity ...

Such estimation problems often ... memory requirements for large linear space-time inverse problems, taking the Bayesian approach for estimating carbon dioxide (CO2) emissions and uptake (a.k.a.

VRP is a NP-hard problem and hence the computational time increases polynomially ... Travelling time from one node to another is directly proportional to the linear distance between those two nodes.