Spring Lectures N. 19: Differential methods in Interpolation and their application (1996).

Principal Lecturer: Nigel J. Kalton (University of Missouri-Columbia)

Contributions by:

R. Rochberg, "Higher order cancellation for Hankel operators and commutators"

A. Kelly, "Wakly analytic Vector-valued measures"

N. Towghi, "Random Fourier series, alpha chaos and absolute summability"

M. Ostrovsky, "The distance between Banach spaces induced by the opening between subspaces of a Banach space"

L. Tzafriri, "On some classes of orthonormal systems"

R. Garimella, "On the automatic continuity theory of some convolution algebras"

M. Robdera, "analytic complete continuity property"

N. Tomczak-Jaegerman, "homogeneous banacjh spaces"

T. Dobrowolski, "Topology of operators images"

E. Katirzoglou, "Normal structure of Musielak-Orlicz spaces"

P. K. Lin, "Denting points of Bochner-Kothe function spaces"

A. Gulisashvili, "Rearrangements of functions on a locally compact Abelian group and integrability of the Fourier Transform"

B. Kelly, "A weak-type estimate for generalized vector valued conugate series"

M. Cwikel, "A unified approach to Derivation Mappings Omega for a class of interpolation methods"

I. Kozlov, "Real Interpolation with Cone constraints"

T. Iwaniecz, "Non-linear commutators, wedge products and PDE's"

B. Opic, "On embedding of Logarithmic Bessel potential spaces"

M. Mitrea, "Stability results on iterpolation scales of quasi-Banach spaces and applications"