J. T. Beale

发表

Rates of convergence for viscous splitting of the Navier-Stokes equations

A. Majda, J. T. Beale, 1981 .

Operator Splitting for Navier-Stokes and Chorin-Marsden Product Formula

J. Thomas Beale, Claude Greengard, Enrique A. Thomann, 1993 .

Convergence of euler‐stokes splitting of the navier‐stokes equations

C. Greengard, J. T. Beale, J. Beale, 1994 .

Remarks on the breakdown of smooth solutions for the 3-D Euler equations

Tosio Kato, A. Majda, A. Majda, 1984 .

A Simple Method for Computing Singular or Nearly Singular Integrals on Closed Surfaces

J. T. Beale, W. Ying, Jason R. Wilson, 2015, 1508.00265.

Vortex methods. II. Higher order accuracy in two and three dimensions

A. Majda, J. T. Beale, By J. Thomas Beale, 1982 .

The initial value problem for the navier-stokes equations with a free surface

J. T. Beale, J. Beale, 1981 .

Large-time regularity of viscous surface waves

J. T. Beale, J. Beale, 1984 .

High order accurate vortex methods with explicit velocity kernels

Andrew J. Majda, A. Majda, J. T. Beale, 1985 .

ON THE ACCURACY OF FINITE DIFFERENCE METHODS FOR ELLIPTIC PROBLEMS WITH INTERFACES

J. Thomas Beale, Anita T. Layton, A. Layton, 2006 .

A THIRD ORDER NUMERICAL METHOD FOR 3D DOUBLY PERIODIC ELECTROMAGNETIC SCATTERING PROBLEMS

J. Trangenstein, M. Reed, J. T. Beale, 2007 .

Spatial and temporal stability issues for interfacial flows with surface tension

Thomas Y. Hou, Michael Shelley, John Lowengrub, 1994 .

The design and numerical analysis of vortex methods

A. Majda, J. T. Beale, A. J. Majda, 1982 .

Vortex blob methods applied to interfacial motion

J. T. Beale, G. Baker, J. Beale, 2004 .

Exact solitary water waves with capillary ripples at infinity

J. Thomas Beale, J. T. Beale, J. Beale, 1991 .

Solitary Water Waves with Ripples Beyond All Orders

J. T. Beale, 1991 .

Acoustic scattering from locally reacting surfaces

J. T. Beale, J. Beale, 1977 .

Boundary Integral Methodsfor Three-Dimensional Water WavesJ

J. T. Beale, J. Beale, 2001 .

Discretization of Layer Potentials and Numerical Methods for Water Waves (Tosio Kato's Method and Principle for Evolution Equations in Mathematical Physics)

J. T. Beale, J. Beale, 2001 .

Evaluating Singular and Nearly Singular Integrals Numerically

J. T. Beale, M. J. Atwood, 2002 .

Eigenfunction expansions for objects floating in an open sea

J. T. Beale, 1977 .

UNIFORM ERROR ESTIMATES FOR NAVIER-STOKES FLOW WITH A MOVING BOUNDARY USING THE IMMERSED INTERFACE METHOD

J. T. Beale, 2015 .

Vortex methods. I. Convergence in three dimensions

Andrew J. Majda, J. Thomas Beale, A. Majda, 1982 .

Large-Time Behavior of Viscous Surface Waves.

Takaaki Nishida, J. T. Beale, T. Nishida, 1985 .

A convergent boundary integral method for three-dimensional water waves

J. Thomas Beale, J. T. Beale, J. Beale, 2001, Math. Comput..

A convergent 3-D vortex method with grid-free stretching

J. T. Beale, J T Beale, J. Beale, 1986 .

Supplement to A Convergent 3-D Vortex Method with Grid-Free Stretching

J. T. Beale, J. Beale, 1986 .

Mathematical Theory of Water Waves 3009 Workshop : Mathematical Theory of Water Waves Table of Contents

J. T. Beale, 2007 .

Pion photoproduction data below 1. 5 GeV

J. T. Beale, R. Walker, S. Ecklund, 1966 .

On the Well-Posedness of Two Fluid Interfacial Flows with Surface Tension

Thomas Y. Hou, J. Thomas Beale, John Lowengrub, 1993 .

Regularized single and double layer integrals in 3D Stokes flow

Svetlana Tlupova, J. Thomas Beale, Svetlana Tlupova, 2018, J. Comput. Phys..

Nearly Singular Integrals in 3D Stokes Flow

Svetlana Tlupova, J. Thomas Beale, Svetlana Tlupova, 2013 .

A Grid-Based Boundary Integral Method for Elliptic Problems in Three Dimensions

J. Thomas Beale, M. Lai, J. T. Beale, 2004, SIAM J. Numer. Anal..

A Method for Computing Nearly Singular Integrals

J. Thomas Beale, Ming-Chih Lai, M. Lai, 2000, SIAM J. Numer. Anal..

On the Accuracy of Vortex Methods at Large Times

J. Thomas Beale, J. T. Beale, J. Beale, 1988 .

A numerical and analytical study of vortex rings with swirl

J. T. Beale, A. Lifschitz, W. H. Suters, 1996 .

Validity of the quasigeostrophic model for large-scale ow in the atmosphere and ocean

J. Thomas Beale, Alfred J. Bourgeois, J. T. Beale, 1994 .

The Approximation of Weak Solutions to the 2-D Euler Equations by Vortex Elements

J. Thomas Beale, J. T. Beale, 1991 .

Abstracts from the international conference on mathematical problems from the physics of fluids

S. Osher, D. Ruelle, J. Eckmann, 1986 .

Growth rates for the linearized motion of fluid interfaces away from equilibrium

Thomas Y. Hou, J. Thomas Beale, John Lowengrub, 1993 .

Convergence of a Boundary Integral Method for Water Waves

Thomas Y. Hou, J. Thomas Beale, John Lowengrub, 1996 .

Solution of the Dirichlet problem by a finite difference analog of the boundary integral equation

J. T. Beale, W. Ying, 2018, Numerische Mathematik.

Solution of the Dirichlet problem by a finite difference analog of the boundary integral equation

Wenjun Ying, J. Thomas Beale, J. T. Beale, 2018, Numerische Mathematik.

The existence of cnoidal water waves with surface tension

J. T. Beale, J. Beale, 1979 .

Acoustic boundary conditions

J. Thomas Beale, J. T. Beale, Steven I. Rosencrans, 1974 .

A Fast Accurate Boundary Integral Method for Potentials on Closely Packed Cells

Wenjun Ying, J. Thomas Beale, J. T. Beale, 2013 .

Methods for computing singular and nearly singular integrals

J. Thomas Beale, J. T. Beale, J. Beale, 2002 .

Smoothing Properties of Implicit Finite Difference Methods for a Diffusion Equation in Maximum Norm

J. Thomas Beale, J. T. Beale, 2009, SIAM J. Numer. Anal..

Nonlinear behavior of model equations which are linearly ill-posed

D. Schaeffer, J. T. Beale, 1988 .

Correction to the article ``A comparison of the extended finite element method with the immersed interface method for elliptic equations with discontinuous coefficients and singular sources'' by Vaughan et al.

Randall J. LeVeque, J. Thomas Beale, David L. Chopp, 2008 .

Solving Partial Differential Equations on Closed Surfaces with Planar Cartesian Grids

J. Thomas Beale, J. T. Beale, 2019, SIAM J. Sci. Comput..

The existence of solitary water waves

J. T. Beale, J. Beale, 1977 .