- Analytical Approaches to Charge Transport in a Moving Medium
- Simulation of the Buxton-Clarke Model for Organic Photovoltaic Cells
- CHARGE TRANSPORT IN AN INCOMPRESSIBLE FLUID: NEW DEVICES IN COMPUTATIONAL ELECTRONICS
- Trapping region for discontinuous quasilinear elliptic systems of mixed monotone type
- Functional Analytic Methods for Evolution Systems: Local Smooth Theory Stable Under Singular Limits
- Analytical and Computational Advances for Hydrodynamic Models of
- Trapping Regions for Discontinuously Coupled Systems of Evolution Variational
- An Analytical Study of Smooth Solutions of the Bl tekj r Hydrodynamic Model of Electron Transport
- DriftDi#usion in Electrochemistry: Thresholds for Boundary Flux and
- AN ASYMPTOTICALLY LINEAR FIXED POINT EXTENSION OF THE INF-SUP
- A Domain Decomposition Method for Silicon Devices Carlo Cercignani
- Steady Euler-Poisson Systems: A Differential/Integral Equation Formulation
- A Trapping Principle for Discontinuous Elliptic Systems of Mixed Monotone Type
- Modular Algorithms for Transient Semiconductor Device Simulation, Part I
- A Three-Dimensional Model of Cellular Electrical Activity
- PARTICLE HYDRODYNAMIC MOMENT MODELS IN BIOLOGY AND MICROELECTRONICS: SINGULAR RELAXATION LIMITS
- QUALITATIVE PROPERTIES OF STEADY-STATE POISSON-NERNST-PLANCK SYSTEMS: MATHEMATICAL STUDY
- Journal of Computational Electronics X:YYY-ZZZ,200? c 2006 Springer Science Business Media, Inc. Manufactured in The Netherlands
- A Conservative and Monotone MixedHybridized Finite Element Approximation of Transport
- A Trapping Principle and Convergence Result for Finite Element Approximate Solutions of Steady
- Efficient Approximation of Implicitly Defined Functions: General Theorems and Classical
- A UNIQUE GRAPH OF MINIMAL ELASTIC ENERGY ANDERS LINNER AND JOSEPH W. JEROME
- Drift-Diffusion in Electrochemistry: Thresholds for Boundary Flux and
- An Analytical Study of Smooth Solutions of the Bltekjr Hydrodynamic Model of Electron Transport
- Analytical and Computational Advances for Hydrodynamic Models of
- Algorithms Defined by Nash Iteration: Some Implementations via Multilevel Collocation and
- The Utility of Modeling and Simulation in Determining Transport Performance
- A Domain Decomposition Method: A Simulation Study Carlo Cercignani1
- Energy transport systems for semiconductors
- Semiconductor Models: Their Mathematical Study and Approximation
- A Finite Element Approximation Theory For The Drift Diffusion Semiconductor Model
- DRIFT-DIFFUSION SYSTEMS: VARIATIONAL PRINCIPLES AND FIXED POINT MAPS FOR STEADY STATE SEMICONDUCTOR MODELS
- Numerical Approximation of PDE System Fixed Point Maps via Newton's Method
- Trapping Regions for Discontinuously Coupled Systems of Evolution Variational
- Applicability of the High Field Model: An Analytical Study via Asymptotic Parameters Defining Domain Decomposition
- Transport Effects and Characteristic Modes in the Modeling and Simulation of Submicron Devices
- THE APPROXIMATION PROBLEM FOR DRIFT-DIFFUSION SYSTEMS
- The Cauchy Problem for Compressible HydrodynamicMaxwell Systems: A Local
- Mixed-hybrid discretization methods for the linear Boltzmann transport equation
- Trapping region for discontinuous quasilinear elliptic systems of mixed monotone type
- Electrodi usion Model of Rectangular Current Pulses in Ionic Channels
- QUALITATIVE PROPERTIES OF STEADY-STATE POISSON-NERNST-PLANCK SYSTEMS: PERTURBATION AND
- Quantum Corrected DriftDiffusion Models: Solution Fixed Point Map and Finite Element Approximation
- Analytical Approaches to Charge Transport in a Moving Medium
- The Cauchy Problem for Compressible Hydrodynamic-Maxwell Systems: A Local
- Compressible Euler-Maxwell Equations Gui-Qiang Chen
- Device Benchmark Comparisons via Kinetic, Hydrodynamic, and High-Field Models
- Global Weak Solutions for an Incompressible Charged Fluid with Multi-Scale Couplings
- On a Steady-State Quantum Hydrodynamic Model for Semiconductors
- Existence and the Singular Relaxation Limit for the Inviscid Hydrodynamic Energy Model
- A ThreeDimensional Model of Cellular Electrical Activity
- Two Carrier Semiconductor Device Models with Geometric Structure and Symmetry Properties
- Transport Effects and Characteristic Modes in the Modeling and Simulation of Submicron Devices
- Local Properties of an Isothermal Charged Fluid: Initial-Boundary Value Problem
- Trapping Regions for Discontinuously Coupled Systems of Evolution Variational
- An Analytical Study of Smooth Solutions of the Blotekjaer Hydrodynamic Model of Electron Transport
- PARTICLE HYDRODYNAMIC MOMENT MODELS IN BIOLOGY AND MICROELECTRONICS: SINGULAR RELAXATION LIMITS
- Transport Effects and Characteristic Modes in the Modeling and Simulation of Submicron Devices
- Quantum Hydrodynamic Simulation of Hysteresis in the Resonant Tunneling Diode
- Device Benchmark Comparisons via Kinetic, Hydrodynamic, and High-Field Models
- Compressible Euler-Maxwell Equations Gui-Qiang Chen*, Joseph W. Jeromey, Dehua Wangz
- The Cauchy Problem for Compressible Hydrodynamic-Maxwell Systems: A Local
- Drift-Diffusion in Electrochemistry: Thresholds for Boundary Flux and
- On a Steady-State Quantum Hydrodynamic Model for Semiconductors
- Analytical and Computational Advances for Hydrodynamic Models of
- Trapping region for discontinuous quasilinear elliptic systems of mixed monotone type
- Energy transport systems for semiconductors
- QUALITATIVE PROPERTIES OF STEADY-STATE POISSON-NERNST-PLANCK SYSTEMS: PERTURBATION AND
- Multistep Approximation Algorithms: Improved Convergence Rates through
- The Utility of Modeling and Simulation in Determining Transport Performance
- Newton Iteration for Partial Differential Equations and the Approximation of the Identity
- Applicability of the High Field Model: A Preliminary Numerical Study
- Functional Analytic Methods for Evolution Systems: Local Smooth Theory Stable Under Singular Limits
- A Domain Decomposition Method for Silicon Devices Carlo Cercignani*, Irene M. Gambay, Joseph W. Jeromez, and Chi-Wang Shux
- Journal of Computational Electronics X:YYY-ZZZ,200? c 2006 Springer Science Business Media, Inc. Manufactured in The Netherlands
- Applicability of the High Field Model: A Preliminary Numerical Study
- On a SteadyState Quantum Hydrodynamic Model for Semiconductors
- Newton Iteration for Partial Differential Equations and the Approximation of the Identity
- Functional Analytic Methods for Evolution Systems: Local Smooth Theory Stable Under Singular Limits
- QUALITATIVE PROPERTIES OF STEADY-STATE POISSON-NERNST-PLANCK SYSTEMS: MATHEMATICAL STUDY *
- A Trapping Principle for Discontinuous Elliptic Systems of Mixed Monotone Type
- A Domain Decomposition Method: A Simulation Study Carlo Cercignani1, Irene M. Gamba2, Joseph W. Jerome3, and Chi-Wang Sh*
- Applicability of the High Field Model: An Analytical Study via Asymptotic Parameters Defining Domain Decomposition
- Analytical Approaches to Charge Transport in a Moving Medium
- Newton Iteration for Partial Differential Equations and the Approximation of the Identity
- Nonlinear Conformation Response in the Finite Channel: Existence of a Unique Solution for the
