Recent Advances in Noncommutative Algebra and Geometry

K. A. Brown, University of Glasgow, United Kingdom, T. J. Hodges, University of Cincinnati, OH, M. Vancliff, University of Texas at Arlington, TX, and J. J. Zhang, University of Washington, Seattle, WA.

• Jason P. Bell, Leon Burkhardt, and Nicholas Priebe, Ore extensions of commutative rings and the Dixmier-Moeglin equivalenceRaf Bocklandt and Jasper van de Kreeke, Deformations of gentle $A_\infty$-algebrasK. A. Brown and J. T. Stafford, The prime spectrum of the Drinfeld double of the Jordan planeAlex Chirvasitu, Ryo Kanda, and S. Paul Smith, Modular properties of elliptic algebrasK. R. Goodearl, Spectra of quantum algebrasTimothy J. Hodges, Introduction to Belavin-Drinfeld quantum groupsHongdi Huang, Xin Tang, and Xingting Wang, A survey on Zariski cancellation problems for noncommutative and Poisson algebrasColin Ingalls and Takehiko Yasuda, Log centres of noncommutative crepant resolutions are Kawamata log terminal: Remarks on a paper of Stafford and Van den BerghIan M. Musson, On the geometry of some algebras related to the Weyl groupoidPablo S. Ocal, Kenta Ueyama, and Padmini Veerapen, A primer on twists in the noncommutative realm focusing on algebra, representation theory, and geometryDaniel Rogalski, Artin-Schelter regular algebrasHung V. Tran and Michaela Vancliff, Twisting systems and some quantum $\mathbb{P}^3$s with point scheme a rank-2 quadricMichaela Vancliff, An example of a quadratic AS-regular algebra without any point modules