AMS eBook CollectionsOne of the world's most respected mathematical collections, available in digital format for your library or institution
Fluids and Waves: Recent Trends in Applied Analysis
About this Title
Fernanda Botelho, Thomas Hagen and James Jamison, Editors
Publication: Contemporary Mathematics
Publication Year:
2007; Volume 440
ISBNs: 978-0-8218-4247-8 (print); 978-0-8218-8119-4 (online)
DOI: https://doi.org/10.1090/conm/440
MathSciNet review: 2307980
Table of Contents
Download chapters as PDF
Front/Back Matter
Articles
- K. T. Andrews, S. Anderson, R. S. R. Menike, M. Shillor, R. Swaminathan and J. Yuzwalk – Vibrations of a damageable string [MR 2359447]
- G. Avalos and R. Triggiani – The coupled PDE system arising in fluid/structure interaction. I. Explicit semigroup generator and its spectral properties [MR 2359448]
- Viorel Barbu, Zoran Grujić, Irena Lasiecka and Amjad Tuffaha – Existence of the energy-level weak solutions for a nonlinear fluid-structure interaction model [MR 2359449]
- Animikh Biswas and David Swanson – Gevrey regularity of solutions to the 3D Navier-Stokes equations [MR 2359450]
- Paul C. Bressloff – Stimulus-induced bumps in two-dimensional neural field theory [MR 2359451]
- Simon N. Chandler-Wilde and Marko Lindner – Wave problems in unbounded domains: Fredholmness and the finite section method [MR 2359452]
- S. Coombes and M. R. Owen – Exotic dynamics in a firing rate model of neural tissue with threshold accommodation [MR 2359453]
- Max H. Garzon, Derrel R. Blain and Michael West – Embedded models of self-assembly of DNA complexes [MR 2359454]
- Min He – A parameter property of integrodifferential equations with memory [MR 2359455]
- JoDe M. Lavine, Eugene C. Eckstein and Jerome A. Goldstein – Stochastic models with negative friction for intermittent rolling of biological mimetics [MR 2359456]
- J. Angela Hart Murdock – Multi-parameter oscillatory connection functions in neural field models [MR 2359457]
- Nikola Popović – Front speeds, cut-offs, and desingularization: a brief case study [MR 2359458]
- Jose M. Rodriguez and Max H. Garzon – Neural networks can learn to approximate autonomous flows [MR 2359459]
- Constance M. Schober – Rogue waves, non-Gaussian statistics and proximity to homoclinic data [MR 2359460]
- Henri Schurz – Nonlinear stochastic wave equations in $\Bbb R^1$ with power-law nonlinearity and additive space-time noise [MR 2359461]
- Juan Tolosa – The method of Lyapunov functions of two variables [MR 2359462]
- Junmei Zhu – Analysis of map formation in visual perception [MR 2359463]