Cluster Algebras Seminar – Past Talks
The table below is of talks prior to Spring 2019.
Cluster algebras from surfaces
Ralf Schiffler (University of Connecticut)
Cluster algebras from surfaces II
Ralf Schiffler (University of Connecticut)
Cluster expansion formula
Ralf Schiffler (University of Connecticut)
F-polynomials and g-vectors
Ralf Schiffler (University of Connecticut)
Strings and cluster variables
Ilke Canakci (University of Connecticut)
Derived equivalences
Lucas David-Roesler (University of Connecticut)
Derived equivalences II
Lucas David-Roesler (University of Connecticut)
Cluster automorphisms
Ralf Schiffler (University of Connecticut)
The Cluster Category of a Marked Surface
Ryan Kinser (University of Connecticut)
Cluster Bases in Affine Cluster Algebras
Grégoire Dupont (UniversitÈ Sherbrooke)
The Cluster Category of a Marked Surface II
Ryan Kinser (University of Connecticut)
Quivers with potentials 0 (Canceled due to snow)
Ralf Schiffler (University of Connecticut)
Introduction
Ralf Schiffler (University of Connecticut)
F-polynomials of quiver representations
Kyungyong Lee (University of Connecticut)
Representations of quivers with potentials
Ilke Canakci (University of Connecticut)
Representations of quivers with potentials II
Ilke Canakci (University of Connecticut)
Representations of quivers with potentials III
Ilke Canakci (University of Connecticut)
Non-degenrate and rigid potentials
Ralf Schiffler (University of Connecticut)
QP-interpretation of g-vectors and F-polynomials
Lucas David-Roesler (University of Connecticut)
E-invariant
Ralf Schiffler (University of Connecticut)
E-invariant II
Ralf Schiffler (University of Connecticut)
Applications to cluster algebras
Ryan Kinser (University of Connecticut)
On cluster theory and quantum dilogarithm identities; Introduction
Ralf Schiffler (University of Connecticut)
Stability and Harder-Narasimhan filtration
Ralf Schiffler (University of Connecticut)
Hall algebras
Ralf Schiffler (University of Connecticut)
Reineke’s Identities
Ralf Schiffler (University of Connecticut)
The integration map
Arend Bayer (University of Connecticut)
Derived equivalences and graded equivalences
Lucas David-Roesler (University of Connecticut)
The integration map
Arend Bayer (University of Connecticut)
The integration map 2
Arend Bayer (University of Connecticut)
Mutations and DT-invariants
Ralf Schiffler (University of Connecticut)
Projective dimension of modules over cluster-tilted algebras
Ilke CanakÁi (University of Connecticut)
Algebras from surfaces
Lucas David-Roesler (University of Connecticut)
Algebras from surfaces and derived equivalences
Lucas David-Roesler (University of Connecticut)
Cluster-tilted algebras 2: slices
Ralf Schiffler (University of Connecticut)
canceled because of snow storm
Ilke CanakÁi (University of Connecticut)
One point extensions of cluster-tilted algebras
Ilke CanakÁi (University of Connecticut)
Tree modules and counting polynomials
Ryan Kinser ()
Positive spaces and cluster ensembles
Milena Hering (University of Connecticut)
Positive spaces and cluster ensembles II
Milena Hering (University of Connecticut)
Cluster Varieties
Arend Bayer (University of Connecticut)
Homogeneous Representations of Type A Khovanov-Lauda-Rouquier Algebras
Gabriel Feinberg (University of Connecticut)
Hochschild homology and cohomology groups
Maria Andrea Gatica (Universidad Nacional del Sur, Bahia Blanca, Argentina)
Hochschild homology and cohomology groups of finite dimensional algebras
Maria Andrea Gatica (Universidad Nacional del Sur, Bahia Blanca, Argentina)
Cluster algebras : Definition
Ralf Schiffler (University of Connecticut)
Cluster algebras: Properties and classifications
Ralf Schiffler (University of Connecticut)
Cluster algebras: Coefficients
Ralf Schiffler (University of Connecticut)
Cluster algebras from surfaces
Khrystyna Serhiyenko (University of Connecticut)
Cluster algebras from surfaces II
Khrystyna Serhiyenko (University of Connecticut)
Expansion formula for cluster algebras from surfaces
Ilke Canakci (University of Connecticut)
On the proof of the expansion formula for cluster algebras from surfaces
Ralf Schiffler (University of Connecticut)
Bases for cluster algebras from surfaces
Ralf Schiffler (University of Connecticut)
Bases for cluster algebras from surfaces 2
Ralf Schiffler (University of Connecticut)
Snake graph calculus
Ilke Canakci (University of Connecticut)
Cluster categories
Stephen Zito (University of Connecticut)
Positivity for cluster algebras
Kyungyong Lee (Wayne State University)
c- and d-vectors for finite type cluster algebras
Stella Salvatore ()
Projective dimension of modules over cluster-tilted algebras
Stephen Zito (University of Connecticut)
Induced modules over cluster-tilted algebras
Khrystyna Serhiyenko (University of Connecticut)
Representation type of Jacobian algebras
Ralf Schiffler (University of Connecticut)
Representation type of Jacobian algebras II
Ralf Schiffler (University of Connecticut)
Representation type of Jacobian algebras III
Khystyna Serhiyenko (University of Connecticut)
tau-tilting theory, completions
Stephen Zito (University of Connecticut)
tau-tilting theory, complements
Ralf Schiffler (University of Connecticut)
Towards a Categorification of Rank 2 Generalized Cluster Algebras
Dylan Rupel (Northeastern University)
tau-tilting theory
Khrystyna Serhiyenko (University of Connecticut)
tau-tilting theory
Ralf Schiffler (University of Connecticut)
\\tau-tilting theory – an overview of the Adachi-Iyama-Reiten paper (Northeastern UConn Joint Seminar in Representation Theory)
Khrystyna Serhiyenko (University of Connecticut)
Cluster algebras and rings of snake graphs
Ralf Schiffler (University of Connecticut)
\\tau-tilting theory, geometric interpretation in terms of presentations (Northeastern UConn Joint Seminar in Representation Theory)
Ryan Kinser (Northeastern University)
Semi-invariants of quivers
Jerzy Weyman (University of Connecticut)
\\tau-tilting theory, geometric interpretation (Northeastern UConn Joint Seminar in Representation Theory)
Jerzy Weyman (UConn)
Introduction to universal quivers and a new combinatorial formula for cluster monomials of type A quivers
Kyungyong Lee (Wayne State University)
Cohen Macaulay modules and syzygies in 2-Calabi-Yau-tilted algebras
Ana Garcia Elsener (Universidad Nacional de Mar del Plata, Argentina)
Generic bases of cluster algebras and Caldero-Chapoton algebras (Northeastern UConn Joint Seminar in Representation Theory)
Dylan Rupel ( Northeastern University)
Cluster categories of type A double infinity
Charles Paquette (University of New Brunswick)
\\tau-tilting theory and Caldero-Chapoton algebras (Northeastern UConn Joint Seminar in Representation Theory)
Ralf Schiffler ()
Classifying $\\tau$-tilting modules over preprojective algebras of Dynkin type (Northeastern UConn Joint Seminar in Representation Theory)
Kiyoshi Igusa (Brandeis University)
On extensions in the Jacobian algebra of a surface without punctures
Ilke Canakci (University of Leicester)
KLR algebras
Alexander Kleshchev (University of Oregon)
Derived categories of algebras of global dimension two
Lutz Hille (Universit‰t M¸nster)
Generalized non-crossing partitions
Henning Krause (Universit‰t Bielefeld)
Cluster algebras of types A and D
Ralf Schiffler ()
Upper cluster algebras and maximal green sequences
Kyungyong Lee ()
Introduction to preprojective algebras (Northeastern UConn Joint Seminar in Representation Theory)
Jerzy Weyman ()
Rigid modules over preprojective algebras, part II. (Northeastern UConn Joint Seminar in Representation Theory)
Charles Paquette (UConn)
On maximal green sequences
Khrystyna Serhiyenko ()
Quivers with relations for symmetrizable Cartan matrices (Northeastern UConn Joint Seminar in Representation Theory)
Dylan Rupel (Northeastern University)
Accumulation points of real Schur roots
Charles Paquette (UConn)
Cluster algebras, snake graphs and applications
Ralf Schiffler (University of Connecticut)
Quivers with relations for symmetrizable Cartan matrices II (Northeastern UConn Joint Seminar in Representation Theory)
Ralf Schiffler (University of Connecticut)
Cluster structures on rings of semi invariants of quivers (papers of Jarui Fei)
Jerzy Weyman (University of Connecticut)
Self-avoiding Walk and Connective Constant
Zhongyang Li (University of Connecticut)
On the homological dimension of modules over cluster-tilted algebras
Stephen Zito (University of Connecticut)
Lattice Properties of Oriented Exchange Graphs
Alexander Garver (University of Minnesota)
T-path and atomic bases of Type D
Emily Gunawan (University of Minnesota)
Modulated semi-invariants and c-vector theorem, part I
Gordana Todorov (Northeastern University)
Modulated semi-invariants and c-vector theorem, part II
Kiyoshi Igusa (Northeastern University)
Introduction to cluster algebras
Ralf Schiffler (University of Connecticut)
Cluster categories
Ralf Schiffler (University of Connecticut)
Hopf algebra action on path algebras of quivers
Ryan Kinser (University of Iowa)
Quasi exceptional sequences and preprojective algebras
Andy Carrol (De Paul University)
Minimal length maximal green sequences
Khrystyna Serhiyenko ()
The Greedy Basis Equals the Theta Basis: A Rank Two Haiku
Gregg Musiker ()
The upper cluster algebras of iARt quivers
Jia-Rui Fei ()
Y-meshes and generalized pentagram maps
Max Glick (University of Connecticut)
Continued fractions and Christoffel word factorizations
Michelle Rabideau (UConn)
no seminar (sherbrooke meeting)
— — ()
N=1 and N=2 Super-Teichmueller theory
Anton Zeitlin (Columbia University)
Bongartz completions over split-by-nilpotent extensions
Stephen Zito (UConn)
Noncrossing Tree Partitions
Thomas McConville (MIT)
Noncommutative geometry and cluster algebras
Igor Nikolaev (St.John’s University)
Presentations of cluster algebras
Jacob Matherne (UMass Amherst)
On maximal green sequences in module categories
Hipolito Treffinger (UniversitÈ de Sherbrooke)
Exotic cluster structures on simple Lie groups
Idan Eisner (Technion, Israel Institute of Technology)
Desingularizations of orbit closures and quiver Grassmannians for algebras of finite type after W. Crawley-Boevey and J. Sauter — Northeastern-UConn Joint Seminar in Representation Theory
Jerzy Weyman (UConn)
Group actions and cluster categories arising from surfaces
Charles Paquette (UConn)
Igusa-Todorov Algebras
Diego Bravo (Universidad de la Rep˙blica de Uruguay, Montevideo)
A conjectural description for real Schur roots of acyclic quivers
Kyu-Hwan Lee (UConn)
Infinite mutations on marked surfaces
Sira Gratz (University of Oxford, UK)
Linearity of Stability Conditions — Northeastern-UConn Joint Seminar in Representation Theory
Kiyoshi Igusa (Brandeis University)
Torsion pairs in discrete cluster categories of Dynkin type A – Northeastern-UConn Joint Seminar in Representation Theory
Sira Gratz (University of Oxford, UK)
Strand diagrams from polygon tilings – Northeastern-UConn Joint Seminar in Representation Theory
Karin Baur (Universi‰t Graz, Austria)
Northeastern-UConn Joint Seminar in Representation Theory
Jerzy Weyman (UConn)
Generic free resolutions and root systems I
Jerzy Weyman (UConn)
Generic free resolutions and root systems II
Jerzy Weyman (UConn)
no seminar (sherbrooke meeting)
— — ()
Cluster algebras and knot theory
Ralf Schiffler ()
no seminar
— — ()
Conway-Coxeter frieze patterns
Emily Gunawan ()
Quiver representations and theta functions
Mandy Cheung (Harvard University)
Coxeter transformation on cominuscule posets
Emine Yıldırım (UniversitÈ du QuÈbec ‡ MontrÈal)
Cluster Monomials in Web Basis
Emine Yıldırım (UniversitÈ du QuÈbec ‡ MontrÈal)
Determinantal hypersurfaces and representations of Coxeter groups
Alex Tchernev (SUNY Albany)
The combinatorics of torsion classes
Emily Barnard (Northeastern University)
Factoriality and class groups of cluster algebras
Daniel Smertnig (Dartmouth College and Universit√§t Graz)
A characterization of tame quivers
Ralf Schiffler (University of Connecticut)
Horizontal and vertical mutation fans
Kiyoshi Igusa (Brandeis University)
Cluster automorphism groups of cluster algebras of finite type
Wen Chang (University of Connecticut)
Unitary representations of path groups
Maria Gordina (University of Connecticut)
Rigid reflections and Kac-Moody algebras
Kyu-Hwan Lee (University of Connecticut)
spring break
()
no seminar
()
Tame quivers have finitely many $m$-maximal green sequences
Ying Zhou (Brandeis University)
TBA
Gordana Todorov (Northeastern University)
TBA
Shijie Zhu (Northeastern University )
no seminar
()
Ilke Canakci (Newcastle, UK)
Cluster variables for quantum cluster algebras of Kronecker type
Ilke Canakci (Newcastle UK)
Auslander-Reiten quivers of Cohen-Macauley modules of Grassmannians
Karin Baur (Universit√§t Graz (Austria))
Frieze vectors and unitary friezes
Emily Gunawan (UConn)
Cluster automorphisms and quasi automorphisms
Wen Chang (UConn and Shaanxi Normal )
The structure of free resolutions of length three and simple Lie algebras
Jerzy Weyman ()
no seminar
()
Cluster algebas and snake modules
Bing Duan (Lanzhou University & University of Connecticut)
On quantum cluster algebra from unpunctured surfaces: arbitrary coefficients and quantization.
Min Huang (Universite de Sherbrooke)
A geometric realization of representations of posets of width 2 as diagonals of polygons
Robinson Julian Serna Vanegas (Universidad Nacional de Colombia)
Unistructurality of cluster algebras
Ralf Schiffler ()
Green Conjecture for general canonical curves
Jerzy Weyman ()
no seminar
()
Joint spectra and representation theory
Alex Tchernev (SUNY Albany)