This paper presents a new formulation as well as numerical solution for the problem of finding a point-to-point trajectory with maximum load carrying capacities for flexible ...

Most algebraic calculations which one sees in linear systems theory, for example in IEEE TAC, involve block matrices and so are highly non-commutative. Thus conventional ...

The support device generations below 250 nm mask writing systems must improve productivity for smaller design address grids and simultaneously provide higher hose to support ...

Ultimately, the phenomenon of percolation is concerned with connectedness. P.G. deGennes, winner of the 1991 Prize in Physics for his profound work on the theoretical physics ...

The Hiller-Sucher-Feinberg (HSF) identity for matrix elements of Dirac's delta-function is used to obtain an alternative equation for the electron density. Asymptotics of the ...

In nuclear magnetic resonance (NMR) of I = 1/2 nuclei that are scalar coupled to quadrupolar spins, a tensor operator product (TOP) basis set provides a convenient ...

In this paper, we give an algorithm to show how to construct y as a formal power series in x in a given equation f(x,y) = 0, where f is in C[x,y]. Since we can always ...

In the previous issue of this journal, we saw how the heat equation in one dimension found a noteworthy application in economics, therein providing a bridge from the physical ...

A four lecture undergraduate engineering course on variational methods and stress analysis. Lecture 1: Fundamentals of elasticity: strain energy density, generalised Hooke's ...

This paper presents a theory of noncommutative functions which results in an algorithm for determining where they are "matrix convex". Of independent interest is a theory of ...