Advances in the Theory of Fréchet Spaces

Approximation properties of nuclear Fréchet spaces.- Topics on projective spectra of (LB)-spaces.- Applications of the projective limit functor to convolution and partial differential equations.- Partial differential operators with continuous linear right inverse.- Hartogs type extension theorem of real analytic solutions of linear partial differential equations with constant coefficients.- Remarks on the existence of solutions of partial differential equations in Gevrey spaces.- Tame right inverses for partial differential equations.- Stein spaces M for which O(M) is isomorphic to a power series space.- Monomial expansions in infinite dimensional holomorphy.- Relations between ?0 and ?? on spaces of holomorphic functions.- Some recent results on VC(X).- Projective descriptions of weighted inductive limits: The vector-valued cases.- On tensor product ?-algebra bundles.- Quojection and prequojections.- Nuclear Köthe quotients of Fréchet spaces.- A note on strict LF-spaces.- Automatic continuity in Fréchet algebras.- Some special Köthe spaces.- On Pelczynski's problem.- Some invariants of Fréchet spaces and imbeddings of smooth sequence spaces.- On complemented subspaces of certain nuclear Köthe spaces.- Some new methods in the structure theory of nuclear Fréchet spaces.- Every quojection is the quotient of a countable product of Banach spaces.- Dual K?mura spaces.