10 citations
- Sandia National LaboratoriesUS4 papers
- Carnegie Mellon UniversityUS1 paper
- Colorado State UniversityUS1 paper
- Duke UniversityUS1 paper
- Honeywell (United States)US1 paper
- Sandia National Laboratories CaliforniaUS1 paper
- Stanford UniversityUS1 paper
- The University of Texas at AustinUS1 paper
- United States Department of EnergyUS1 paper
- University of Colorado DenverUS1 paper
- University of the District of ColumbiaUS1 paper
6 papers
Reduction of Spikes on the Sides of Patterned Thin Films for Magnetic Tunnel Junction Based Molecular Device Fabrication
Pawan Tyagi, Edward Friebe, Beachrhell Jacques +2
Sputter thin film deposition after photolithography often produces unwanted spikes along the side edges. These spikes are a significant issue for the development of magnetic tunnel…
Solving Stochastic Inverse Problems using Sigma-Algebras on Contour Maps
Troy Butler, Don Estep, Simon Tavener +3
We compute approximate solutions to inverse problems for determining parameters in differential equation models with stochastic data on output quantities. The formulation of the pr…
On the Stability of Stochastic Parametrically Forced Equations with Rank One Forcing
Timothy Blass, L. A. Romero, J. R. Torczynski
We derive simplified formulas for analyzing the stability of stochastic parametrically forced linear systems. This extends the results in [T. Blass and L.A. Romero, SIAM J. Control…
Computing Optimal Security Strategies for Interdependent Assets
Joshua Letchford, Yevgeniy Vorobeychik
We introduce a novel framework for computing optimal randomized security policies in networked domains which extends previous approaches in several ways. First, we extend previous…
A Lanczos Method for Approximating Composite Functions
Paul G. Constantine, Eric T. Phipps
We seek to approximate a composite function h(x) = g(f(x)) with a global polynomial. The standard approach chooses points x in the domain of f and computes h(x) at each point, whic…
A sequence of discrete minimal energy configurations that does not converge in the weak-star topology
Matthew T. Calef
We demonstrate a set A and a value of s for which the sequence of N-point discrete minimal Riesz s-energy configurations on A does not have an asymptotic distribution in the weak-s…