A.G. Aksoy and T. Oikhberg, Some results on metric trees ..... 9-34
A. Bird, An amalgamation of the Banach spaces associated
with James and Schreier Part II: Banach-algebra
structure ................................................ 35-43
A. Bird and N.J. Laustsen, An amalgamation of the Banach
spaces associated with James and Schreier Part I:
Banach-space structure ................................... 45-76
D.P. Blecher and J.E. Kraus, On a generalization of
W*-modules ............................................... 77-86
I. Chalendar, J. Esterle and J.R. Partington, Boundary
values of analytic semigroups and associated norm
estimates ............................................... 87-103
Y. Choi, Splitting maps and norm bounds for the cyclic
cohomology of biflat Banach algebras ................... 105 121
H.G. Dales, S.R. Patel, and C.J. Read, Fréchet algebras
of power series ........................................ 123-158
J.F. Feinstein and H. Kamowitz, Quasicompact
endomorphisms of commutative semiprime Banach
algebras ............................................... 159 167
M. Fragoulopoulou, A. Inoue and K.-D. Kürsten, Old and
new results on Allan's GB*-algebras .................... 169-178
S. Grabiner, Good weights for weighted convolution
algebras ............................................... 179-189
M.J. Heath, Compactness of derivations from commutative
Banach algebras ........................................ 191-198
V. Losert, On derivations and crossed homomorphisms ....... 199-217
E. Oja, On bounded approximation properties of Banach
spaces ................................................. 219-231
L. Oliveira, Range tripotents and order in JBW*-
triples ................................................ 233-246
T.V. Pedersen, A class of weighted convolution Frechet
algebras ............................................... 247-259
A.Yu. Pirkovskii, Homological dimensions and approximate
contractibility for Köthe algebras ..................... 261-278
A.Yu. Pirkovskii and Yu.V. Selivanov, Structure theory
of homologically trivial and annihilator locally
C*-algebras ............................................ 279-313
G. Racher, On the projectivity and flatness of some
group modules .......................................... 315-325
T. Ransford, Pseudospectra and matrix behaviour ........... 327-338
V. Runde, (Non-)amenability of  (E) ....................... 339-351
P.M. Sołtan, When is a quantum space not a group? ......... 353-364
N. Spronk, Amenability properties of Fourier algebras and
Fourier-Stieltjes algebras: a survey ................... 365-383
I.G. Todorov and L. Turowska, Schur and operator
multipliers ............................................ 385-410
T. Tonev, Weak multiplicative operators on function
algebras without units ................................. 411-421
N.V. Volosova, Contractible quantum Arens-Michael
algebras ............................................... 423-440
Y. Zhang, Solved and unsolved problems in generalized
notions of amenability for Banach algebras ............. 441-454
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