P. Baum, N. Higson, and T. Schick, A geometric description of equivariant $K$-homology for proper actions; D. Bisch, P. Das, and S. K. Ghosh, The planar algebra of diagonal subfactors; E.

Blanchard, $K_1$-injectivity for properly infinite $C^*$-algebras; S. Brain and G. Landi, Families of monads and instantons from a noncommutative ADHM construction; D. Burghelea, Cyclic theory for commutative differential graded algebras and S-cohomology; P. Cartier, Vinberg algebras, Lie groups and combinatorics; A. H. Chamseddine, Noncommutative geometry as the key to unlock the secrets of space-time; J. Cuntz and X.

Li, The regular $C^*$-algebra of an integral domain; M. Dubois-Violette, Noncommutative coordinate algebras; A. Guionnet, V. F. R. Jones, and D. Shlyakhtenko, Random matrices, free probability, planar algebras and subfactors; N. Higson, The tangent groupoid and the index theorem; M.

Karoubi, Le theoreme de periodicite en $K$-theorie hermitienne; M. Khalkhali, A short survey of cyclic cohomology; D. Kreimer, The core Hopf algebra; V. Lafforgue, Propriete (T) renforcee et conjecture de Baum-Connes; J.-L. Loday and M. Ronco, Combinatorial Hopf algebras; Yu. I.

Manin, Cyclotomy and analytic geometry over $\mathbb{F}_1$; M. Marcolli, Motivic renormalization and singularities; F. Martin and A. Valette, Free groups and reduced 1-cohomology of unitary representations; H. Moscovici, Local index formula and twisted spectral triples; A. Perez and C. Rovelli, Observables in quantum gravity; S. Popa and S.

Vaes, On the fundamental group of II$_1$ factors and equivalence relations arising from group actions; M. A. Rieffel, Leibniz seminorms for ''matrix algebras converge to the sphere''; J. Simons and D. Sullivan, Structured vector bundles define differential $K$-theory; E. Stormer, Entropy in operator algebras; R. Wulkenhaar, Non-compact spectral triples with finite volume; G. Yu, A characterization of the image of the Baum-Connes map; D.

Zagier, Quantum modular forms.