We used ultra-deep sequencing to obtain tens of thousands of HIV-1 sequences from regions
targeted by CD8+ T lymphocytes from longitudinal samples from three acutely infected …

By differentiating the Schrödinger equation and separating the real amd imaginary parts, one
obtains the Madelung hydrodynamic equations, which have inspired numerous classical …

A combinatorial definition of multiple stochastic integrals is given in the setting of random
measures. It is shown that some properties of such stochastic integrals, formerly known to hold …

It is shown that the existing formulations of stochastic mechanics are not equivalent to the
Schrödinger equation, as had previously been believed. It is argued that this is a reflection of …

We describe measurements of fission product data at Los Alamos that are important for
determining the number of fissions that have occurred when neutrons are incident on plutonium …

An effective AIDS vaccine must control highly diverse circulating strains of human
immunodeficiency virus type 1 (HIV-1). Among HIV-1 gene products, the envelope (Env) protein …

A new algorithm is introduced for upscaling relative permeabilities, and tested in simulations
of two-dimensional reservoir displacement processes. The algorithm is similar to existing …

We introduce a new algorithm for setting pressure boundary conditions in subgrid simulations
of porous media flow. The algorithm approximates the flux in the boundary cell as the flux …

Existing stochastic models of unsaturated flow and transport are usually developed using
the simple Gardner‐Russo constitutive relationship though it is generally accepted that the …

We show that the initial-value problem for the Madelung hydrodynamic equations is not well-defined
unless it is supplemented by additional conditions at the nodal boundaries. These …