By viewing networks of queues, and other stochastic systems, as generalized semi-Markov processes, we obtain simple, general conditions for stochastic monotonicity.
We study multi-dimensional stochastic processes that arise in queueing models used in the performance evaluation of wired and wireless networks.
We present the outline of an IBM 7090 machine-program for the Monte Carlo estimation of the percolation probability for a variety of space lattices. The underlying theory is briefly summarized.
A Monte Carlo method, implemented for quantifying confidence bounds on thermoreflectance (TR) measurements of interfacial thermal conductance G at solid-liquid interfaces modified with self-assembl
Atomistic simulations are used to study of the effects of implant temperature on defect evolution, amorphization, and dopant diffusion in Si.
We develop a method to numerically study adiabatic braiding of quasiholes in fractional quantum Hall systems.
A detailed Monte Carlo study of the equilibrium and dynamical properties of the two-spin facilitated kinetic Ising model proposed by Fredrickson and Anderson (FA) is presented.
An idealized lattice model for amphiphile-oil-water systems is considered in which oil and water molecules occupy single sites and amphiphiles occupy chains of sites.
An idealized lattice model for amphiphile-oil-water systems in which oil and water molecules occupy single sites and amphiphiles (or surfactants) occupy chains of sites is investigated at high conc
This work shows how physically-based hot carrier simulation was used to understand the importance of CHannel Initiated Secondary ELectron (CHISEL) injection in scaled MOSFETs, and how it was used t
