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Michael Ruzhansky and Jens Wirth ( |
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Mitsuru Sugimoto (Nagoya University) |
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Conference
Venue:
Address :
Department of Mathematics, Imperial College London, 180 Queen’s Gate,
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1. |
Linear
and nonlinear PDEs |
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2. |
Function
spaces |
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3. |
Spectral
theory |
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4. |
Microlocal
analysis |
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5. |
Pseudo-differential
operators |
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6. |
Related topics |
The aim of the conference is to highlight the use of various function spaces in
the modern analysis of linear and nonlinear partial differential equations. The
function spaces include Sobolev space-time spaces, Colombeau’s
algebras, modulation spaces, symbol classes, etc.
The program may include some survey lectures on the use of particular function spaces for various problems in PDEs.
The workshop is the second
conference in the series of meetings devoted to “PDEs and Function Spaces”. The
first meeting was an international symposium
“Function Spaces and Partial Differential Equations” held on 18-20 February
2008 at
“Monotonicity of space-time norms associated to the free Schrödinger equation”
“On
microlocal solutions for boundary value problems with fractional power
singularities”
“Equivariant traces on pseudo-differential
operators”
“Colombeau
theory and operators with singular coefficients”
“Lame operator in Holder domains:
regularity of a solution and spectral properties”
“Embedding relation between local
Hardy and modulation spaces”
“A class of PT-symmetric periodic
non-self-adjoint problems with real spectrum”
“Spectra and semigroup smoothing for non-elliptic quadratic operators”
“Semi-Riemannian metrics of low
differentiability”
“Limiting absorption principle in
the critical case and Sommerfeld radiation condition”
“Asymptotic behaviour of solutions of a semilinear heat equation with localized reaction”
“Global symbolic calculus of
pseudo-differential operators on spheres”
“Singular solutions of Einstein's
equations”
“Formation of singularities at Morse
points”
For further information please contact Michael Ruzhansky at this e-mail address