- A Note on the Symplectic Integration of the Nonlinear Schrdinger Equation
- DISCRETE SCHR ODINGERPOISSON SYSTEMS PRESERVING ENERGY AND MASS
- Design of Robust Topologies for Logistics Networks
- Wigner transport models of the electron-phonon kinetics in quantum wires M. Nedjalkov,1
- Journal of Computational Electronics X:YYY-ZZZ,200? c 2006 Springer Science Business Media, Inc. Manufactured in The Netherlands
- Traffic flow models and service rules for complex production systems
- A WignerfunctionApproach to Phonon Scattering 1 Introduction
- FREE TRANSPORT -HAMILTONIAN SYSTEMS
- MAT343, SPRING 2011 SAMPLE TEST 2 SOLUTIONS
- Christian Ringhofer PUBLICATIONS
- An Effective Potential Approach to Modelling 25nm MOSFET Devices C. Ringhofer2
- LECTURE 4: SERVICE RULES PDF available at http://math.la.asu.edu/chris/CIME09/CIME09.htm
- The Chapman-Enskog Expansion and the Quantum Hydrodynamic Model for Semiconductor Devices
- Parameter-Free Effective Potential Method for Use in Particle-Based Device Simulations
- Stability Analysis of Decentralized Supply Chains
- An Effective Quantum Potential for Particle-Particle Interactions in
- On the efficient simulation of electron-electron interactions in nanoscale MOSFETs
- OPTIMAL ORDER AND DISTRIBUTION STRATEGIES IN PRODUCTION NETWORKS
- QUANTUM AND COULOMB EFFECTS IN NANODEVICES D. VASILESKA, H.R. KHAN, S.S. AHMED
- A LEVEL SET APPROACH TO MODELING GENERAL SERVICE RULES IN SUPPLY CHAINS
- Optimization of order policies in supply networks S. Gottlich
- Control of continuum models of production Michael La Marca
- Optimization For Supply Chain Models With and C. Ringhofer
- Kinetic and fluid models for supply chains supporting policy attibutes
- Continuous models for production flows Dieter Armbruster, Christian Ringhofer,
- A Model for the Dynamics of large Queuing Networks and Supply Chains
- SUB -BAND DIFFUSION MODELS FOR QUANTUM TRANSPORT IN A STRONG FORCE REGIME
- On quantum extensions to classical Spherical Harmonics Expansion / Fokker-Planck models
- Quantum Energy-Transport and Drift-Diffusion Pierre Degond(1)
- International Journal of Nanoscience Vol. 4, No. 3 (2005) 305361
- Unified particle approach to Wigner-Boltzmann transport in small semiconductor devices
- Journal of Computational Electronics 3: 337340, 2004 c 2005 Springer Science + Business Media, Inc. Manufactured in The Netherlands.
- Accurate Three-Dimensional Simulation of Electron Mobility Including Electron-Electron and Electron-Dopant Interactions
- A MIXED SPECTRAL-DIFFERENCE METHOD FOR THE STEADY STATE BOLTZMANNPOISSON SYSTEM
- NUMERICAL METHODS FOR THE SEMICONDUCTOR BOLTZMANN
- RESEARCHARTICLE Copyright 2010 American Scientific Publishers
- MULTISCALE MODELING OF FLUCTUATIONS IN STOCHASTIC ELLIPTIC PDE MODELS OF NANOSENSORS
- Numerical Methods for Conservation WPI, January 2006
- Hyperbolic Models for Large Supply Chains Christian Ringhofer (Arizona State University)
- Charged particle models for the simulation of production networks. C. Ringhofer
- Entropy Based Numerical Kinetics and Quantum Mechanical Corrections Christian Ringhofer (Arizona State University)
- Effective quantum potentials are a relatively inexpensive way to rudimentarily incorporate quantum effects into Monte Carlo simulations of carrier transport in device structures. The
- A note on binary quantum collision operators conserving mass momentum and energy
- Notes for Stan, June 6, 2003 1 A brief synopsis of Monte Carlo codes to synchro-
- RESURRECTION OF "SECOND ORDER" MODELS OF TRAFFIC FLOW
- KINETIC AND FLUID DYNAMIC MODELS FOR COMPLEX SUPPLY NETWORKS Christian Ringhofer, Arizona State University
- LECTURE 1: Introduction PDF available at http://math.la.asu.edu/chris/CIME09/CIME09.htm
- ENERGY BANDS Consider transport of one particle (electron) in a periodic
- DISSIPATIVE EFFECTS IN QUANTUM SYSTEMS AND THE
- Lagrange Multiplier Theorem For Optimal Control Fachbereich Mathematik TU Kaiserslautern
- Estimating Transport Coefficients in Re-entrant Factory Models
- Systems Engineering Group 1/19 Simulating blocking behavior of manufacory lines
- A TRANSPORT EQUATION FOR CONFINED STRUCTURES DERIVED FROM THE BOLTZMANN EQUATION
- A Mesoscopic Approach to the Simulation of Semiconductor Supply Chains. Dan Marthaler, Dieter Armbruster, Christian Ringhofer,
- FEEDBACK CONTROLS FOR CONTINUOUS PRIORITY MODELS IN SUPPLY CHAIN MANAGEMENT
- Autonomous Control of Production Networks using a Pheromone Approach
- CLASSICAL SCATTERING AND THE BOLTZMANN EQUATION
- Quantum moment hydrodynamics and the entropy principle
- 1 THE MODEL 1.1 ATTRIBUTES
- AVERAGED KINETIC MODELS FOR PARTICLE FLOWS ON COMPLEX NETWORKS
- MULTI-SCALE MODELING OF PLANAR AND NANOWIRE FIELD-EFFECT BIOSENSORS
- THERMODYNAMIC PRINCIPLES IN MODELING NANO -SCALE TRANSPORT IN
- August 23, 2010 21:56 Optimization RepairModel Optimization
- FERMI'S GOLDEN RULE IN THE SCHR ODINGER AND WIGNER
- Effective Potentials and Quantum Fluid Models: A Thermodynamic Approach
- SPACE-TIME DISCRETIZATION OF SERIES EXPANSION METHODS FOR THE BOLTZMANN TRANSPORT EQUATION
- NUMERICAL METHODS FOR HYPERBOLIC AND PARABOLIC PARTIAL DIFFERENTIAL EQUATIONS
- AVERAGED MODELS FOR LONG SUPPLY CHAINS WITH RANDOM
- A review of ... Presented by: Michael La Marca
- STOCHASTIC DYNAMICS OF LONG SUPPLY CHAINS WITH RANDOM BREAKDOWNS
- Stability Analysis of Decentralized Supply Chains
- An Entropy -Based Finite Di erence Method for the Energy Transport System Christian Ringhofer
- IEEE TRANSACTIONS ON ELECTRON DEVICES, VOL. 50, NO. 3, MARCH 2003 769 A Wigner Function-Based Quantum Ensemble Monte
- LECTURE 2-3: Stochasticity PDF available at http://math.la.asu.edu/chris/CIME09/CIME09.htm
- Journal of Computational Electronics X:YYY-ZZZ,200? c Kluwer Academic Publishers Manufactured in The Netherlands
- Semi-classical approximation of electron-phonon scattering beyond Fermi's Golden Rule
- MESOSCOPIC SCALE MODELING FOR CHEMICAL VAPOR DEPOSITION
- Numerical Simulation of the Smooth Quantum Hydrodynamic Model for Semiconductor Devices
- LECTURE 5: OPTIMIZATION PDF available at http://math.la.asu.edu/chris/CIME09/CIME09.htm
- An Operator Splitting Method for the Wigner-Poisson Problem Author(s): Anton Arnold and Christian Ringhofer
- C. R. Acad. Sci. Paris,*********** Probl`emes mathematiques de la mecanique/Mathematical Problems in mechanics
- Stable discretization of the Boltzmann equation based on spherical harmonics, box integration, and a maximum entropy
- Multiscale analysis of re-entrant production lines
- Quantum Hydrodynamic models derived from the entropy principle
- Harbor Logistics: Berth Allocation Problem for
- Dissipative Discretization Methods for Approximations to the Boltzmann Equation
- Thermalized kinetic and fluid models for re-entrant supply chains
- Systems Engineering Group 1/28 Multiscale analysis of a re-entrant manu-
- Modeling and Simulation of Orientation-Dependent Fluctuations in Nanowire Field-Effect Biosensors
- Quantum Corrections to Semiclassical Transport in Nanoscale Devices using Entropy Principles
- Time-dependent order and distribution policies in supply networks
- APM526 CLASSROOM NOTES APM526, Spring 11
- Robust Optimal Control of Demand-driven Supply Networks
- Computational Methods for Semiclassical and Quantum Transport in Semiconductor Devices
- Multi -Scale Modeling and Simulation of Field-Effect Biosensors C. Ringhofer a, C. Heitzinger b
- Optimization of Supply Chain Networks TU Kaiserslautern
- SUMMER SCHOOL -KINETIC EQUATIONS LECTURE IV: HOMOGENIZATION OF
- SUMMER SCHOOL -KINETIC EQUATIONS LECTURE III: QUANTUM TRANSPORT IN
- SUMMER SCHOOL -KINETIC EQUATIONS LECTURE I: TRANSPORT PICTURES AND
- SUMMER SCHOOL -KINETIC EQUATIONS LECTURE II: CONFINED CLASSICAL
- Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
- APM505, Fall 2011 SAMPLE TEST 2 SOLUTIONS
- MAT 343 Fall 2011 Sample Test 2 Solutions
- KINETIC THEORIES AND MACROSCOPIC LIMITS FOR MULTI AGENT MODELS
- CONTINUUM MODELS FOR FLOWS ON COMPLEX NETWORKS
- APM 505, Fall 2011 SAMPLE TEST 1 SOLUTIONS
- MAT343, FALL 2011 TEST 1 SOLUTIONS
- APM 505, Fall 2011 TEST 1 SOLUTIONS
- PROJECT I, APM526 -SPRING 2012 due Feb 07, 2012
- CLASSROOM NOTES PART II: NONLINEAR PROBLEMS AND SPECIAL
- PROJECT II, APM526 -SPRING 2012 due March 29, 2012
