Publications

Many results of the field theory of spin glasses violate simple scaling laws, including the magnetic filed dependence of the transition lines, crossover effects of random anisotropy, and critical

The formation of an ordered crystal (solid) from a disordered liquid has been studied extensively.

P r o t e c t i o n of electronic e q u i p m e n t against electromagnetic interference is o f t e n achieved by providing a metallic enclosure.

We examine maximum vertex coloring of random geometric graphs, in an arbitrary but fixed dimension, with a constant number of colors.

Quantitative measurement of the higher-order bond-orientational order parameters in free-standing liquid-crystal films exhibiting hexatic phases has been demonstrated in x-ray and electron-diffract

The scaling challenge for a system which constitutes multiple clients, which address application servers deployed on the cloud, becomes more complicate once the applications' nature imply consisten

We show that the load at each node in a preferential attachment network scales as a power of the degree of the node.

We show that the load at each node in a preferential attachment network scales as a power of the degree of the node.

We report analytic solutions and statistical results for cost- constrained, inverse problems for the distance-dependence of the traffic matrix for classes of network topology given partial informat

We study the betweenness centrality (BC) of vertices of a graph using random walk paths.