Researchers:

Reference Words:

Matthew A. Beauregard Clarkson University, USA http://www.clarkson.edu/math/

Dimensional and operator splitting, adaptive finite difference methods, iterative splitting for multiphysical problems

Sergio Blanes Universitat Politécnica de Valencia, Spain http://personales.upv.es/~serblaza/

Symplectic and operator splitting, adaptive geometric integrators, Hamiltonian problems, Lie group methods

R. Phillip Bording Memorial University of Newfoundland, Canada http://www.esd.mun.ca/faculty/members/bording_p.html

Itertive operatorsplitting, applied splitting algorithms, parallel computing

Chris Budd University of Bath, UK http://www.bath.ac.uk/~mascjb/

adaptive splitting, scale invariant adaptive mesh methods, singular elliptic and parabolic PDEs

Mari Paz Calvo Universidad de Valladolid, Spain http://www.mac.cie.uva.es/~maripaz/

Symplectic and exponential splitting, numerical Hamiltonians, numerical differential equations

Fernando Casas Universitat Jaume I, Spain http://www.gicas.uji.es

Symplectic and operator splitting, adaptive geometric integrators, differential equations

Siu A. Chin Texas A&M University, USA http://www.physics.tamu.edu/

Geometric integration, stable high order splitting, applied and quantum physics

Moody T. Chu North Carolina State University, USA http://www4.ncsu.edu/~mtchu/

Geometric integration, differential equations, SVD and matrix analysis

Paul Clifford University of Warwick, UK http://www.maths.warwick.ac.uk

High dimensional integrals, splitting methods for PDEs, ADI and LOD schemes

Stéphane Descombes Université de Nice  Sophia Antipolis, France http://math.unice.fr/~sdescomb/

Operator splitting and applications, mathematical biology

Bjorn Engquist University of Texas at Austin, USA http://www.ma.utexas.edu/text/webpages/engquist.html

Multiscale modeling, HOP numerical solution, CFD computations

Graeme Fairweather Colorado School of Mines, USA http://www.mines.edu/fs_home/gfairwea/

ADI methods and analysis, finite element methods

I. Farago Eötvös Loránd University, Hungary http://www.elte.hu/

Iterative splitting, operator splitting methods, differential equations

Martin Gander Universite de Geneve, Switzerland http://www.unige.ch/~gander/

Domain decomposition methods, waveform relaxation methods, parallel space time methods

Jürgen Geiser HumboldtUniversität zu Berlin, Germany http://www.mathematik.huberlin.de/~geiser/

Itertive operatorsplitting, applied math algorithms

Glen Gillen California Polytechnic State University, USA http://www.calpoly.edu/~phys/ggillen.html

Finite difference algorithms, computational physics, eoptics and optimizations

Roland Glowinski University of Houston, USA http://www.math.uh.edu/~roland/

Newtonian and nonNewtonian fluids, domain decomposition methods, operator splitting

Leonel Gonzalez USAF Research Laboratory, USA http://www.afrl.af.mil/

Eoptics computations, experimental optics and modeling, linear and nonlinear systems

JeanLuc Guermond Texas A&M University, USA http://www.math.tamu.edu/~guermond

Partial differential equations, numerical methods in fluid dynamics, finite element method

Shekhar Guha USAF Research Laboratory, USA http://www.afrl.af.mil/

ADI and splitting computations, computational physics, mathematical modeling, linear and nonlinear eoptics

Ernst Hairer Universite de Geneve, Switzerland http://www.unige.ch/~hairer/welcome.html

Geometric numerical integration, numerical ODEs, exponential splitting

Eskil Hansen Lund University, Sweden http://www.maths.lu.se/avdelningar/numeriskanalys/medarbetare/#0

Galerkin/RungeKutta discretizations, nonlinear parabolic equations, dimensional splitting

Jialin Hong Chinese Academy of Sciences, China http://www.cc.ac.cn/staff/hjl.html

Structurepreserving algorithms, dynamical systems

Thomas J.R. Hughes University of Texas at Austin, USA http://www.ae.utexas.edu/faculty/members/hughes.html

Operator splitting methods, computational mechanics, complex fluids

Daan Huybrechs Katholieke Universiteit Leuven, Belgium http://people.cs.kuleuven.be/~daan.huybrechs/

oscillatory integrals and oscillatory integral equations, function approximations, splitting methods

Arieh Iserles University of Cambridge, UK http://www.damtp.cam.ac.uk/user/na/people/Arieh/

Geometric integration, complex dynamics, foundations of computational mathematics, orthogonality and ODEs

Abdul M. Khaliq Middle Tenessee State University, USA http://www.mtsu.edu/~akhaliq/

Operator and dimensional splitting, nonlinear PDE analysis, advanced financial computations

Sanjay K. Khattri Stord Haugesund University College, Norway http://ans.hsh.no/home/skk/

Numerical PDEs, reservoir simulation, finite volume, mesh generations, ADI methods

ChoiHong Lai University of Greenwich, UK http://www.cms.gre.ac.uk/staff/details.asp?id=243

Image processing, inverse problems, split and parallel computing, computational medical biology

MingChih Lai National Chiao Tung University, Taiwan http://jupiter.math.nctu.edu.tw/~mclai/

Computational fluid dynamics, split and adaptive numerical methods, mathematical modeling with applications

CheRung Lee National Tsing Hua University, Taiwan http://www.cs.nthu.edu.tw/~cherung/

Quantum Monte Carlo simulations, solutions of large linear systems, split solvers and parallel computing

Ping Lin University of Dundee, UK http://www.maths.dundee.ac.uk/~plin/

Decomposition schemes, adaptive finite element methods, computational fluid mechanics

Xinfeng Liu University of South Carolina, USA www.math.sc.edu/~xfliu

alternate direction and operator splitting, compact schemes and stability, stiff system solvers

Christian Lubich Universität Tübingen, Germany http://na.unituebingen.de/~lubich/

Geometric numerical integration, numerical ODES and PDEs, operator splitting

Marc Massot École Centrale Paris, France http://www.em2c.ecp.fr/

Numerical combustion, operator and dimensional splitting

Robert McLachlan Massey University, New Zealand http://www.massey.ac.nz/~rmclachl/

Geometric integration, foundations of computational mathematics

Per Christian Moan Universitet i Oslo, Norway http://www.math.uio.no/

Symplectic splitting, geometric, Nagnus integrators

Syvert P. Nřrsett Norges teknisknaturvitenskapelige universitet, Norway http://www.math.ntnu.no/~norsett/

Geometric integration, numerical ODEs on and off manifolds

Alexander Ostermann Universität Innsbruck, Austria http://techmath.uibk.ac.at/numbau/alex/

Exponential integrators, nonlinear parabolic problems, geometric theory, nonlinear analysis

Reinout Quispel La Trobe University, Australia http://www.latrobe.edu.au/mathstats/staff/quispel.html

Geometric integration, splitting methods, dynamical systems, integrable systems

Béatrice Rivičre Rice University, USA http://www.caam.rice.edu/~riviere/

Discontinuous Galerkin (DG) methods, multiphase flow, error analysis, numerical differential equations

Jesus M. SanzSerna Universidad de Valladolid, Spain http://www.sanzserna.org/intro.php

Geometric integration, HOP numerical integrators, mollified impulse methods

John N. Shadid Sandia National Laboratories, USA http://www.sandia.gov/

Stability of operator splitting, multidimensional CFDs

Qin Sheng Baylor University, USA http://bearspace.baylor.edu/Qin_Sheng/www/index.html

Exponential and operator splitting, adaptive difference methods, hybrid and meshless methods

Andrew Sornborger University of Georgia, USA http://www.math.uga.edu/

High order operator splitting, quantum computations

Gilbert Strang MIT, USA http://wwwmath.mit.edu/~gs/

Exponential and operator splitting, finite element and difference methods

Andrew Stuart University of Warwick, UK http://www.warwick.ac.uk/~masdr/

Applied and computational mathematics, finite element and difference methods

Haiwei Sun University of Macau, Macau http://www.fst.umac.mo/en/staff/fsthws.html

Matrix exponential computations, solutions of large linear systems, fractional differential equations

Zhizhong Sun Southeast University, China http://math.seu.edu.cn/Portal/101001322/

Theory and methods of finite differences, numerical analysis and ADI applications, fractional differential equations

M. Suzuki University of Tokyo, Japan 

Operator and exponential splitting, quantum physics and algorithms matrix exponential products

Xuecheng Tai Universitetet i Bergen, Norway http://www.mi.uib.no/~tai/

Domain decomposition methods, parallel operator splitting, image analysis and levelset

Roger Choon Ee Tan National University of Singapore, Singapore http://www.math.nus.edu.sg/~mattance/

Numerical partial differential equations, matrix eigensystems and sensitivity analysis, control theory

Yifa Tang Chinese Academy of Sciences, China http://www.cc.ac.cn/staff/tyf.html

Geometric numerical integration, dynamical systems

Tao Tang Hong Kong Baptist University, Hong Kong http://www.math.hkbu.edu.hk/~ttang/

Spectral and highorder methods, adaptive computations, parallel splitting schemes

Richard A. Tapia Rice University, USA http://www.caam.rice.edu/~rat/

Interiorpoint methodology, quasiNewton methods, constrained optimization

John Trangenstein Duke University, USA http://www.math.duke.edu/faculty/trangenstein/

Operator splitting, adaptive mesh refinement, flow in porous media

Gerhard Wanner Universite de Geneve, Switzerland http://www.unige.ch/~wanner/

Geometric numerical integration, numerical ODEs, splitting methods

Musheng Wei Shanghai Normal University, China http://mathsc.shnu.edu.cn/Default.aspx?tabid=1032

Pseudoinverses and least squares, numerical linear algebra, nonlinear PDE analysis

Mary F. Wheeler University of Texas, USA http://users.ices.utexas.edu/~mfw/

Subsurface mathematical modeling, finite element methods for PDEs, time stepping procedures

Xinyuan Wu Nanjing University, China http://math.nju.edu.cn/~XYWUMATHNJU/

Geometric algorithms for differential equations, stiff problem solvers, numerical algebraic systems

Haruo Yosida National Astronomical Observatory, Japan http://www.nao.ac.jp/E/index.html

Symplectic integration methods, quantum physics and algorithms, Hamiltonian systems

Antonella Zanna University of Bergen, Norway http://www.mi.uib.no/~anto/

Symplectic integration, Hamiltonian systems, error of splitting formulae
