„[I]t leads the reader in a progressive and easily understandable manner to almost all the main topics which later received intensive development through research. In this way, it represents both a valuable introduction for students and researchers interested in the subject and a useful reference for specialists of microlocal and algebraic analysis.“
--MathSciNet
This volume is based on notes from a graduate course given by the author at the University of Paris. The field of microdifferential equations, to which the author has made substantial contributions, is an active area of mathematical research with applications to real and complex analysis, Lie groups, algebraic geometry, the topology of algebraic varieties, and mathematical physics (Feynman amplitudes). The volume will be of interest to graduate students and research mathematicians alike.