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Cantab Capital Institute for the Mathematics of Information

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  • Currently displaying 1441 - 1460 of 2248 publications
Differential equation approximations for markov chains
RWR Darling, JR Norris
– Probability Surveys
(2008)
5,
37
On the cohomological equation of magnetic flows
NS Dairbekov, GP Paternain
– Matemática Contemporânea
(2008)
34,
155
An effective approach to electromagnetoencephalography.
AS Fokas
– BIBE
(2008)
1
Asymptotics of Oscillatory Riemann-Hilbert Problems
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
301
The Generalized Dirichlet to Neumann Map
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
283
Linearizable Boundary Conditions
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
271
Nonlinear Integrable PDEs on the Half-Line
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
225
From Linear to Integrable Nonlinear PDEs
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
217
A Collocation Method in the Fourier Plane
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
195
Formulation of Riemann-Hilbert Problems
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
189
The New Transform Method for Elliptic PDEs in Simple Polygonal Domains
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
163
The Basic Elliptic PDEs in a Polygonal Domain
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
141
Rederivation of the Integral Representations on the Half-Line and the Finite Interval
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
137
Divergence Formulation, the Global Relation, and Lax Pairs
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
129
The Dirichlet to Neumann Map for a Moving Boundary
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
113
Evolution Equations on the Half-Line
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
37
The willmore functional and instabilities in the Cahn-Hilliard equation
M Burger, SY Chu, PA Markowich, CB Schonleb
– Communications in Mathematical Sciences
(2008)
6,
309
The Willmore Functional and Instabilities in the Cahn-Hilliard equation
C Schoenlieb, M Burger, S-J Chu, PA Markowich
– Communications in Mathematical Sciences
(2008)
6,
309
The Fourier Transform and Its Variations
Anonymous
– UNIFIED APPROACH TO BOUNDARY VALUE PROBLEMS
(2008)
78,
97
On the approximation of spectra of linear operators on Hilbert spaces
AC Hansen
– Journal of Functional Analysis
(2008)
254,
2092