Graham J. Leuschke, Syracuse University, NY.Frauke Bleher, University of Iowa, Iowa City, IA.Ralf Schiffler, University of Connecticut, Storrs, CT.Dan Zacharia, Syracuse University, NY.

• M. Brion, Commutative algebraic groups up to isogeny. IIR.-O. Buchweitz, E. Faber, and C. Ingalls, Noncommutative resolutions of discriminantsJ. Fei, Polyhedral models for tensor product multiplicitiesE. L. Green and S. Schroll, Special multiserial algebras, Brauer configuration algebras and more: A surveyG. Jasso and J. Kulshammer, Nakayama-type phenomena in higher Auslander-Reiten theoryR. Kinser, K-polynomials of type A quiver orbit closures and lacing diagramsR. Laking, Krull-Gabriel dimension and the Ziegler spectrumH. Lenzing, On the $K$-theory of weighted projective curvesM. Linckelmann, Finite-dimensional algebras arising as blocks of finite group algebrasC. M. Ringel, Kronecker modules generated by modules of length 2S. V Sam, Noetherian properties in representation theoryR. Takahashi, Thick tensor ideals of right bounded derived categories of commutative ringsH. Thomas, Stability, shards, and preprojective algebrasA. Touze, Computations and applications of some homological constants for polynomial representations of $GL_n$.

Graham J. Leuschke, Syracuse University, NY.Frauke Bleher, University of Iowa, Iowa City, IA.Ralf Schiffler, University of Connecticut, Storrs, CT.Dan Zacharia, Syracuse University, NY.

• M. Brion, Commutative algebraic groups up to isogeny. IIR.-O. Buchweitz, E. Faber, and C. Ingalls, Noncommutative resolutions of discriminantsJ. Fei, Polyhedral models for tensor product multiplicitiesE. L. Green and S. Schroll, Special multiserial algebras, Brauer configuration algebras and more: A surveyG. Jasso and J. Kulshammer, Nakayama-type phenomena in higher Auslander-Reiten theoryR. Kinser, K-polynomials of type A quiver orbit closures and lacing diagramsR. Laking, Krull-Gabriel dimension and the Ziegler spectrumH. Lenzing, On the $K$-theory of weighted projective curvesM. Linckelmann, Finite-dimensional algebras arising as blocks of finite group algebrasC. M. Ringel, Kronecker modules generated by modules of length 2S. V Sam, Noetherian properties in representation theoryR. Takahashi, Thick tensor ideals of right bounded derived categories of commutative ringsH. Thomas, Stability, shards, and preprojective algebrasA. Touze, Computations and applications of some homological constants for polynomial representations of $GL_n$.

Graham J. Leuschke, Syracuse University, NY.Frauke Bleher, University of Iowa, Iowa City, IA.Ralf Schiffler, University of Connecticut, Storrs, CT.Dan Zacharia, Syracuse University, NY.

• M. Brion, Commutative algebraic groups up to isogeny. IIR.-O. Buchweitz, E. Faber, and C. Ingalls, Noncommutative resolutions of discriminantsJ. Fei, Polyhedral models for tensor product multiplicitiesE. L. Green and S. Schroll, Special multiserial algebras, Brauer configuration algebras and more: A surveyG. Jasso and J. Kulshammer, Nakayama-type phenomena in higher Auslander-Reiten theoryR. Kinser, K-polynomials of type A quiver orbit closures and lacing diagramsR. Laking, Krull-Gabriel dimension and the Ziegler spectrumH. Lenzing, On the $K$-theory of weighted projective curvesM. Linckelmann, Finite-dimensional algebras arising as blocks of finite group algebrasC. M. Ringel, Kronecker modules generated by modules of length 2S. V Sam, Noetherian properties in representation theoryR. Takahashi, Thick tensor ideals of right bounded derived categories of commutative ringsH. Thomas, Stability, shards, and preprojective algebrasA. Touze, Computations and applications of some homological constants for polynomial representations of $GL_n$.