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J. Thomas Beale
J. Thomas Beale
Professor Emeritus of Mathematics, Duke University
Verified email at math.duke.edu - Homepage
Title
Cited by
Cited by
Year
Remarks on the breakdown of smooth solutions for the 3-D Euler equations
JT Beale, T Kato, A Majda
Communications in Mathematical Physics 94 (1), 61-66, 1984
17991984
Vortex methods. I. Convergence in three dimensions
JT Beale, A Majda
Mathematics of computation 39 (159), 1-27, 1982
3981982
High order accurate vortex methods with explicit velocity kernels
JT Beale, A Majda
Journal of Computational Physics 58 (2), 188-208, 1985
3931985
Vortex methods. II. Higher order accuracy in two and three dimensions
JT Beale, A Majda
Mathematics of Computation 39 (159), 29-52, 1982
3931982
Large-time regularity of viscous surface waves
JT Beale
Archive for Rational Mechanics and Analysis 84 (4), 307-352, 1984
3401984
The initial value problem for the Navier‐Stokes equations with a free surface
JT Beale
Communications on Pure and Applied Mathematics 34 (3), 359-392, 1981
3141981
Rates of convergence for viscous splitting of the Navier-Stokes equations
JT Beale, A Majda
Mathematics of computation 37 (156), 243-259, 1981
2971981
Spectral properties of an acoustic boundary condition
JT Beale
Indiana University Mathematics Journal 25 (9), 895-917, 1976
2581976
Acoustic boundary conditions
JT Beale, SI Rosencrans
2081974
Growth rates for the linearized motion of fluid interfaces away from equilibrium
JT Beale, TY Hou, JS Lowengrub
Communications on Pure and Applied Mathematics 46 (9), 1269-1301, 1993
1951993
Scattering frequencies of resonators
JT Beale
Communications on Pure and Applied Mathematics 26 (4), 549-563, 1973
1641973
Exact solitary water waves with capillary ripples at infinity
JT Beale
Communications on pure and applied mathematics 44 (2), 211-257, 1991
1581991
Validity of the quasigeostrophic model for large-scale flow in the atmosphere and ocean
AJ Bourgeois, JT Beale
SIAM Journal on Mathematical Analysis 25 (4), 1023-1068, 1994
1421994
On the accuracy of finite difference methods for elliptic problems with interfaces
T Beale, A Layton
Communications in Applied Mathematics and Computational Science 1 (1), 91-119, 2007
1322007
The existence of solitary water waves
J Thomas Beale
Communications on Pure and Applied Mathematics 30 (4), 373-389, 1977
1321977
A method for computing nearly singular integrals
JT Beale, MC Lai
SIAM Journal on Numerical Analysis 38 (6), 1902-1925, 2001
1232001
Large-time behaviour of viscous surface waves
JT Beale, T Nishida
University of Wisconsin-Madison. Mathematics Research Center, 1985
1141985
A convergent 3-D vortex method with grid-free stretching
JT Beale
Mathematics of computation 46 (174), 401-424, 1986
1121986
Convergence of a boundary integral method for water waves
JT Beale, TY Hou, J Lowengrub
SIAM journal on numerical analysis 33 (5), 1797-1843, 1996
991996
Acoustic scattering from locally reacting surfaces
JT Beale
Indiana University Mathematics Journal 26 (2), 199-222, 1977
941977
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