International Conference the 26th MATSUYAMA Camp
Recent Development on Partial Differential Equations
- dedicated to the 60th Birthday of Professor Yoshinori Morimoto -
January 6-9, 2011
Lecture Notes
Contents
Radjesvarane
ALEXANDRE, Lower and upper estimates for the
non-cutoff collisional operator
Hua CHEN,
Regularities of solutions for a class of degenerate
partial differential equations
Setsuro FUJIIE,
Semiclassical resonance width for homoclinic
trajectories (update: 06.05.2011)
Fumihiko HIROSAWA,
On the energy estimates for
second order homogeneous hyperbolic equations with Levi-type conditions
Toshihiko
HOSHIRO, Nonlinear eigenvalue problem and
related topics
Haruhisa ISHIDA,
The Lyapunov exponents for nonhomogeneous linear
differential systems
Chisato
IWASAKI, Construction of the fundamental
solutions and spectral functions of nilmanifolds
Yasunori
MAEKAWA, On fundamental solutions related to
non-local Dirichlet forms with BMO convections
Andre
MARTINEZ, Life-time for the molecular
predissociation
Toshiyuki
MIYOSHI, Blow up Phenomena on the curvature of
closed plane elastic curves
Yoshinori
MORIMOTO, Uniqueness of solutions for
non-cutoff Boltzmann equation and singular change of variables in pres-post
collisional velocities
Minoru MURAI, Blow up Phenomena
on the curvature of closed plane elastic curveswith the winding number
ω≧1
Tatsuo NISHITANI,
Note on lower bounds of
energy growth for solutions to wave equation
Karel
PRAVDA-STAROV, Optimal hypoelliptic estimates
for a class of kinetic equations
Vania SORDONI,
Stark effect on H^+_2 -like
molecules
Hideki TAKUWA, The construction of a class of
solutions to hyperbolic equations and applications to inverse problems
Seiji UKAI, Boltzmann equation and the existence
of solutions
Seiichiro WAKABAYASHI, Singularities of
solutions to the Cauchy problem for second-order hyperbolic operators with the
coefficients of their principal parts depending only on the time variable
Chao-Jiang, XU,
Regularity of solutions for the non-cutoff Boltzmann equation
Tong YANG,
Hypocoercivity in kinetic theory and the convergence
to the equilibrium
Claude ZUILLY,
On the Cauchy problem for the water wave system