L. Jay

发表

Electronic structure calculations for plane-wave codes without diagonalization

Y. Saad, J. Chelikowsky, L. Jay, 1999 .

Symplectic partitioned Runge-Kutta methods for constrained Hamiltonian systems

L. Jay, 1996 .

Highly Oscillatory Systems And Periodic-Stability

L. Petzold, L. Jay, 1995 .

Planning for Kinematically Smooth Manipulator Trajectories

Karim Abdel-Malek, Zan Mi, Jingzhou Yang, 2002 .

A DISCUSSION OF LOW ORDER NUMERICAL INTEGRATION FORMULAS FOR RIGID AND FLEXIBLE MULTIBODY DYNAMICS

Dan Negrut, Laurent O. Jay, Naresh Khude, 2007 .

Convergence of a class of runge-kutta methods for differential-algebraic systems of index 2

Laurent O. Jay, L. Jay, 1993 .

Some comments on DAE theory for IRK methods and trajectory optimization

Stephen L. Campbell, Laurent O. Jay, Neil Biehn, 2000 .

Collocation methods for differential-algebraic equations of index 3

L. Jay, 1993 .

An integral-balance nonlinear model to simulate changes in soil moisture, groundwater and surface runoff dynamics at the hillslope scale

L. Jay, R. Mantilla, W. Krajewski, 2014 .

An SQP method for the optimal control of large-scale dynamical systems

Philip E. Gill, Linda R. Petzold, Laurent O. Jay, 2000 .

Title: Continuous extensions

L. Shampine, L. Jay, 2011 .

Beyond conventional Runge-Kutta methods in numerical integration of ODEs and DAEs by use of structures and local models

L. Jay, 2007 .

Use of structures and local models in numerical integration of ODEs and DAEs : Beyond traditional Runge-Kutta methods

Laurent O. Jay, L. Jay, 2022 .

Dense Output for Extrapolation Based on the Semi-Implicit Midpoint Rule

Laurent O. Jay, L. Jay, 1993 .

ITERATIVE SOLUTION OF NONLINEAR EQUATIONS FOR SPARK METHODS APPLIED TO DAES

L. Jay, 2002 .

PRECONDITIONING AND PARALLEL IMPLEMENTATION OF IMPLICIT RUNGE-KUTTA METHODS

L. Jay, 2001 .

Convergence of Runge-Kutta methods for differential-algebraic systems of index 3

Laurent O. Jay, L. Jay, 1995 .

Stiffness 1952–2012: Sixty years in search of a definition

Manuel Calvo, Laurent O. Jay, Gustaf Söderlind, 2015 .

Stiffness 1952–2012: Sixty years in search of a definition

Manuel Calvo, Laurent O. Jay, Gustaf Söderlind, 2014, BIT Numerical Mathematics.

A Discussion of Low Order Numerical Integration Formulas for Rigid and Flexible Multibody Dynamics

Dan Negrut, Laurent O. Jay, Naresh Khude, 2007 .

Numerical solution of highly oscillatory ordinary differential equations

Linda R. Petzold, Jeng Yen, Laurent O. Jay, 1997, Acta Numerica.

Structure Preservation for Constrained Dynamics with Super Partitioned Additive Runge-Kutta Methods

Laurent O. Jay, L. Jay, 1998, SIAM J. Sci. Comput..

Efficient methods for nonlinear time fractional diffusion-wave equations and their fast implementations

Jianfei Huang, Laurent O. Jay, Dandan Yang, 2020, Numerical Algorithms.

Improved Quasi-Steady-State-Approximation Methods for Atmospheric Chemistry Integration

Adrian Sandu, Florian A. Potra, Laurent O. Jay, 1997, SIAM J. Sci. Comput..

A Note on Q-order of Convergence

L. Jay, L. O. JAY, Laurent O. Jay, 2001 .

Dual-Rate Integration Using Partitioned Runge-Kutta Methods for Mechanical Systems with Interacting Subsystems

Edward J. Haug, Laurent O. Jay, Siddhartha Shome, 2004 .

Preserving poisson structure and orthogonality in numerical integration of differential equations

Laurent O. Jay, L. Jay, 2004 .

Solution of Index 2 Implicit Differential-Algebraic Equations by Lobatto Runge-Kutta Methods

L. Jay, L. O. JAY, 2003 .

Iterative Solution of SPARK Methods Applied to DAEs

Laurent O. Jay, L. Jay, 2002, Numerical Algorithms.

Preconditioning of implicit Runge-Kutta methods

Laurent O. Jay, L. Jay, 2001, Scalable Comput. Pract. Exp..

Inexact Simplified Newton Iterations for Implicit Runge-Kutta Methods

Laurent O. Jay, L. Jay, 2000, SIAM J. Numer. Anal..

A parallelizable preconditioner for the iterative solution of implicit Runge-Kutta-type methods

Laurent O. Jay, Thierry Braconnier, L. Jay, 1999 .

SIMULATION OF A DISTRIBUTED FLOOD CONTROL SYSTEM USING A PARALLEL ASYNCHRONOUS SOLVER FOR SYSTEMS OF ODES

Witold F. Krajewski, Laurent O. Jay, Rodica Curtu, 2012 .

Numerical Optimal Control of Parabolic PDES Using DASOPT

Kihong Park, J. Ben Rosen, Philip E. Gill, 1997 .

An asynchronous solver for systems of ODEs linked by a directed tree structure

Witold F. Krajewski, Rodica Curtu, Ricardo Mantilla, 2013 .

Specialized Partitioned Additive Runge-Kutta Methods for Systems of Overdetermined DAEs with Holonomic Constraints

Laurent O. Jay, L. Jay, 2007, SIAM J. Numer. Anal..

Approximate compositions of a near identity map by multi-revolution Runge-Kutta methods

Manuel Calvo, Juan I. Montijano, Luis Rández, 2004, Numerische Mathematik.

CONSISTENT EXTENSIONS OF THE SYMPLECTIC EULER METHOD FOR A CLASS OF OVERDETERMINED DAES

B. Simeon, L. Jay, 2008 .

Symplecticness conditions of some low order partitioned methods for non-autonomous Hamiltonian systems

Laurent O. Jay, L. Jay, 2020, Numerical Algorithms.

Symplecticness conditions of some low order partitioned methods for non-autonomous Hamiltonian systems

Laurent O. Jay, L. Jay, 2020, Numerical Algorithms.

A NOTE ON THE SYMPLECTIC EULER METHOD FOR DAES WITH HOLONOMIC CONSTRAINTS

Laurent O. Jay, L. Jay, 2006 .

Using additivity in numerical integration of DAEs

Laurent O. Jay, L. Jay, 2006 .

EXTENSIONS OF THE HHT- METHOD TO DIFFERENTIAL-ALGEBRAIC EQUATIONS IN MECHANICS

D. Negrut, L. Jay, 2007 .

NSF GRANT # 0700191 NSF PROGRAM NAME: CMMI Simulation of Multibody Dynamics Leveraging New Numerical Methods

Mihai Anitescu, Hammad Mazhar, Toby Heyn, 2011 .