Nonlinear Differential Algebraic Equation Systems / Biochemical Reaction Networks / Mathematical Biosciences / Chemical Reaction Networks / Heineken / /
Continent
Asia / /
Country
United States / Korea / South Korea / / /
Facility
Ulsan National Institute of Science / Korea University / Rutgers University / University of Minnesota / /
IndustryTerm
steadystate solution / stochastic chemical kinetics / performance computing / reaction systems / quasi-steady solution / time-dependent solution / chemical system / type simulation algorithms / reaction networks / time scale stochastic reaction networks / biological systems / large scale reaction networks / chemical basis / computational solutions / enzymatic reaction networks / enzyme reaction networks / computational tools / given network / stochastic simulation algorithm / real chemical systems / closed reacting systems / stochastic chemical kinetics simulations / connected reaction network / chemical master equation / reaction network / type algorithm / reaction-diffusion networks / time scale reaction networks / tensor product / gene regulatory networks / stochastic algorithm / chemical kinetics / metabolic networks / coupled chemical reactions / steady-state solution / time scale reaction network / gene networks / /
Organization
Ulsan National Institute of Science and Technology / Rutgers University / U.S. Securities and Exchange Commission / Korean Mathematical Society / Ulsan National Institute of Science / School of Technology Management and Applied Mathematics Graduate Program / Department of Mathematical Sciences / University of Minnesota / Korea University / Seoul / School of Technology Management and Applied Mathematics Graduate Program at UNIST / /
Person
R. Jackson / Lee Abstract / Lee Chang Hyeong Lee / F. Horn / Chang Hyeong Lee / / /
Position
General / Professor / assistant professor / visiting assistant professor / /
ProvinceOrState
Minnesota / /
PublishedMedium
Physica A / Archive for Rational Mechanics and Analysis / /
Asia Pacific Mathematics Newsletter 1 Mathematical Approachesfor for Analysis