
- Reliable Phase Stability Analysis for Excess Gibbs Energy Models
- Reliable Density-Functional-Theory Calculations of Adsorption in Nanoscale Pores
- A Course in Environmentally Conscious Chemical Process Engineering
- Phase Behavior and Reliable Computation of High Pressure Solid-Fluid Equilibrium with Cosolvents
- Presentation Record for Paper Number 75l A New Approach for Reliable Computation of
- A Multifrontal Approach for Simulating Equilibrium-Stage Processes on Supercomputers
- Validated Computing Approach for High-Pressure Chemical and Multiphase Equilibrium
- Presentation Record for Paper Number 80b Combined Local and Global Approach to
- MODELING AND DESIGN OF AN ENVIRONMENTALLY BENIGN REACTION
- Validated Solution of Initial Value Problems for ODEs with Interval Parameters
- Frontal Solvers for Process Engineering: Local Row Ordering Strategies
- ROBUST PROCESS SIMULATION INTERVAL METHODS
- Deterministic global optimization for data reconciliation and parameter estimation using error-in-variables approach
- A Parallel Block Frontal Solver For Large Scale Process Simulation: Reordering Effects
- Modeling Liquid-Liquid Equilibrium of Ionic Liquid Systems with NRTL, Electrolyte-NRTL, and UNIQUAC
- 1 date: June 25, 1999 le: stadt2 INTERVAL ANALYSIS: APPLICA-
- Presentation Record for Paper Number 244b Global Nonlinear Parameter Estimation Using Interval Analysis
- A Course in Environmentally Conscious Chemical Process Design Joan F. Brennecke and Mark A. Stadtherr
- LargeScale Process Simulation and Optimization in a High Performance Computing Environment
- Reliable Computation of Equilibrium States and Bifurcations in Food Chain Models
- Computation of equilibrium states and bifurcations using interval analysis
- Deterministic Global Optimization of Molecular Structures Using Interval Analysis
- Reliable Process Modeling Using Interval Analysis
- Modeling of activity coefficients of aqueous solutions of quaternary ammonium salts with the
- Presentation Record for Paper Number 133i Computation of Reactive Azeotropes
- Deterministic Global Optimization for Parameter Estimation of Dynamic Systems
- Probability Bounds Analysis for Nonlinear Dynamic Process Models Joshua A. Enszer,1
- Extraction of Biofuels and Biofeedstocks from Aqueous Solutions Using Ionic Liquids
- Int. J. Appl. Math. Comput. Sci., , Vol. , No. , VERIFIED SOLUTION OF NONLINEAR DYNAMIC MODELS IN
- Asymmetric Framework for Predicting Liquid-Liquid Equilibrium of Ionic Liquid-Mixed Solvent Systems
- Reliable computation of phase stability and
- Guaranteed State and Parameter Estimation for Nonlinear Continuous-Time Systems with Bounded-Error Measurements
- Reliable Computation of Binary Parameters in Activity Coefficient Models
- Deterministic Global Optimization of Nonlinear Dynamic Systems Youdong Lin and Mark A. Stadtherr
- Validated Solutions of Initial Value Problems for Parametric ODEs Youdong Lin and Mark A. Stadtherr
- Reliable Computation of Equilibrium States and Bifurcations
- A.B. Editor et al. (Editors) 2005 Elsevier B.V./Ltd. All rights reserved. 1
- Validated solution of ODEs with parametric uncertainties Youdong Lina
- Reliable Modeling and Optimization for Chemical Engineering Applications: Interval Analysis Approach
- Locating stationary points of sorbate-zeolite potential energy surfaces using interval analysis
- Solubility measurements and modeling of molecules of biological and pharmaceutical interest with supercritical CO2
- LP-BASED STRATEGY FOR MODELING AND OPTIMIZATION USING INTERVAL METHODS
- Deterministic Global Optimization for Error-in-Variables Parameter Estimation
- Dynamic Load Balancing for Parallel Interval-Newton Using Message Passing
- New Interval Methodologies for Reliable Chemical Process Modeling
- Reliable Computation of Phase Stability and Equilibrium from the SAFT Equation of State
- Reliable Computation of Mixture Critical Points Benito A. Stradi, Joan F. Brennecke, James P. Kohn and Mark A. Stadtherr
- Reliable Nonlinear Parameter Estimation Using Interval Analysis: Error-in-Variable Approach
- Reliable Nonlinear Parameter Estimation in VLE Modeling
- NONLINEAR PARAMETER ESTIMATION USING INTERVAL ANALYSIS
- Matrix Reordering E ects on a Parallel Frontal Solver for Large Scale Process Simulation
- A Parallel Frontal Solver For Large Scale Process Simulation and Optimization
- Computational Strategies for Chemical Process Engineering Using Parallel/Vector
- RELIABLE PHASE STABILITY ANALYSIS FOR CUBIC EQUATION OF STATE MODELS
- Reliable Prediction of Phase Stability Using an Interval Newton Method James Z. Huaa, Joan F. Brenneckeb and Mark A. Stadtherra
- ROBUST PHASE STABILITY ANALYSIS USING INTERVAL METHODS
- Reliable Process Modeling Using Interval Analysis
- Advances in Row Ordering for Frontal Solvers in Process Engineering
- Reliable Computation of High Pressure Solid-Fluid Equilibrium Aaron M. Scurto,
- Enhanced Interval Analysis for Phase Stability: Cubic Equation of State Models
- Presentation Record for Paper Number 80b Combined Local and Global Approach to
- 1 date: May 26, 1998 file: stadt1 INTERVAL ANALYSIS: APPLICA
- Interval Analysis for Thermodynamic Calculations in Process Design
- Phase Behavior and Its Effects on Reactions in Liquid and Supercritical CO2 Lynnette A. Blanchard, Gang Xu, Mark A. Stadtherr and Joan F. Brennecke
- Asymmetric Framework for Predicting Liquid-Liquid Equilibrium of Ionic Liquid-Mixed Solvent Systems: II. Prediction of Ternary Systems
- Verified Solution and Propagation of Uncertainty in Physiological Models
- Session 2513 Minimizing Environmental Impact
- An LP Strategy for the Interval-Newton Method in Deterministic Global Optimization
- Interval Methods for Nonlinear Equation Solving Applications
- Presentation Record for Paper Number 88c Reliable Computation of
- Frontiers In Global Optimization C. A. Floudas and P. M. Pardalos, Editors
- Reliable Phase Stability Analysis for Asymmetric Models , William D. Haynes2*
- Reliable Computation of Reactive Azeotropes Robert W. Maier, Joan F. Brennecke and Mark A. Stadtherr 1
- Rigorous Model-Based Safety Analysis for Nonlinear Continuous-Time Systems
- Presentation Record for Paper Number 75l A New Approach for Reliable Computation of
- Reliable Computation of Phase Stability Using Interval Analysis: Cubic Equation of State Models
- Enclosing All Solutions of Two-Point Boundary Value Problems for ODEs
- Large-Scale Process Simulation and Optimization in a High Performance Computing Environment
- Fault Detection in Nonlinear Continuous-Time Systems with Uncertain Parameters
- Rigorous Global Optimization for Dynamic Systems Subject to Inequality Path Constraints