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Harmonic Analysis and Nonlinear Differential Equations: A Volume in Honor of Victor L. Shapiro
About this Title
Michel L. Lapidus, Lawrence H. Harper and Adolfo J. Rumbos, Editors
Publication: Contemporary Mathematics
Publication Year:
1997; Volume 208
ISBNs: 978-0-8218-0565-7 (print); 978-0-8218-7799-9 (online)
DOI: https://doi.org/10.1090/conm/208
MathSciNet review: 1466998
ReadershipTable of Contents
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Front/Back Matter
Articles
- Victor L. Shapiro – From reaction-diffusion to spherical harmonics [MR 1467000]
- J. Marshall Ash and Gang Wang – A survey of uniqueness questions in multiple trigonometric series [MR 1467001]
- Richard Askey – A new look at some old trigonometric expansions [MR 1467002]
- Jean Bourgain – Analysis results and problems related to lattice points on surfaces [MR 1467003]
- Jose F. Caicedo and Alfonso Castro – A semilinear wave equation with derivative of nonlinearity containing multiple eigenvalues of infinite multiplicity [MR 1467004]
- Allan L. Edelson – The structure of the solutions to semilinear equations at a critical exponent [MR 1467005]
- Ciprian Foias – What do the Navier-Stokes equations tell us about turbulence? [MR 1467006]
- L. H. Harper – A reminiscence and survey of solutions to a JPL coding problem [MR 1467007]
- Morris W. Hirsch – Weak limit sets of differential equations [MR 1467008]
- Michel L. Lapidus – Towards a noncommutative fractal geometry? Laplacians and volume measures on fractals [MR 1467009]
- Howard A. Levine, Patrizia Pucci and James Serrin – Some remarks on global nonexistence for nonautonomous abstract evolution equations [MR 1467010]
- Shawnee L. McMurran and James J. Tattersall – Cartwright and Littlewood on van der Pol’s equation [MR 1467011]
- Adolfo J. Rumbos and Victor L. Shapiro – One-sided resonance for a quasilinear variational problem [MR 1467012]
- J. A. Smoller and J. B. Temple – Shock-waves in general relativity [MR 1467013]
- William R. Wade – Dyadic harmonic analysis [MR 1467014]