Description
Weakley continuous functions on banach spaces containing ?1.- Some remarks on the Banach space structure of the ball-algebras.- Numerical radius attaining operators.- Absolute projection constants via absolute minimal projections.- Matrix norms related to Grothendieck's inequality.- Characterization of weak compactness in function spaces by means of uniform convergence of extended operators.- Complex martingale convergence.- Laws of random Gaussian functions, some inequalities.- On the radon-nikodym property in function spaces.- Symmetric sequences in Lp, l?p<+?.- On the local structure of Lp(X).- On weakly compact operators on ?(k)-spaces.- A note on toeplitz operators.- On the (F) property.- Volume approach and iteration procedures in local theory of normed spaces.- Random subspaces of proportional dimension of finite dimensional normed spaces: Approach through the isoperimetric inequality.- Factoring operators through hereditarily-?P spaces.- The lie algebra of a Banach space.- Weak*-denting points in duals of operator spaces.- Some remarks concerning the krein-milman and the radon-nikodym property of Banach spaces.- On the norms of some projections.- More gateaux differentiability spaces.
Contents
Weakley continuous functions on banach spaces containing ?1.- Some remarks on the Banach space structure of the ball-algebras.- Numerical radius attaining operators.- Absolute projection constants via absolute minimal projections.- Matrix norms related to Grothendieck's inequality.- Characterization of weak compactness in function spaces by means of uniform convergence of extended operators.- Complex martingale convergence.- Laws of random Gaussian functions, some inequalities.- On the radon-nikodym property in function spaces.- Symmetric sequences in Lp, l?p<+?.- On the local structure of Lp(X).- On weakly compact operators on ?(k)-spaces.- A note on toeplitz operators.- On the (F) property.- Volume approach and iteration procedures in local theory of normed spaces.- Random subspaces of proportional dimension of finite dimensional normed spaces: Approach through the isoperimetric inequality.- Factoring operators through hereditarily-?P spaces.- The lie algebra of a Banach space.- Weak*-denting points in duals of operator spaces.- Some remarks concerning the krein-milman and the radon-nikodym property of Banach spaces.- On the norms of some projections.- More gateaux differentiability spaces.
