I. Partial Differential Equations and Mathematical Analysis -- Fourier Integral Operators and Weyl-Hรถrmander Calculus -- The Wick calculus of pseudo-differential operatros and energy estimates -- Eigen functions of the Laplacian of exponential type -- Wavelet transforms and operators in various function spaces -- Charcteristic Cauchy Problems in the complex domain -- Stokes Operators for microhyperbolic equations -- II. Mathematical Physics -- Instanton-typc formal solutions to the second Painlevรฉ equations with a large parameter -- Pseudodifferential and Fourier integral operators in scattering theory -- On infrared singularities -- The Navier-Stokes equation with distributions as initial data and application to self-similar solutions -- Bloch function in an external electric field and Berry-Buslaev phase -- III. Algebraic Analysis โ{128}{148} D-modules and Sheave Theory -- An Application of symbol calculus -- Elliptic boundary value problems in the space of distributions -- On the holonomic character of the elementary solution of a partial differential operator -- Kernel calculus and extension of contact transformations to D-Modules -- Microfunction solutions of holonomic systems with irregular singularities -- Some algorithmic aspects of the P-module theory -- On higher-codimensional boundary value problems -- Kashiwaraโ{128}{153}s microlocal analysis of the Bergman kernel for domains with corner