The main theme of the proposed school are graph algebras, which are objects of growing interest that lie at the boundary between algebra and analysis among other mathematical fields. Despite being introduced only about a decade ago, Leavitt path algebras, as algebraic counterpart of graph C*-algebras, have arisen in a variety of different contexts as diverse as symbolic dynamics, noncommutative geometry, representation theory, and number theory. In particular, Leavitt path algebras can be seen as an algebraic avenue paving the road to understanding its more complex operator theory sibling, graph C*-algebras. Because of the central role these analytic objects play in both the genesis and the ongoing development of Leavitt path algebras, no history of the subject would be complete without a discussion on this topic and its close connexion to Leavitt path algebras.

The school will be held virtually and the link for talks will be shared with all registered participants via e-mail. If you have not received the e-mail, please kindly contact us.

**Mercedes Siles Molina**, Universidad de Malaga, Spain**Roozbeh Hazrat**, Western Sydney University, Australia**Pere Ara**, Universitat Autonoma de Barcelona, Spain**Lisa Orloff Clark**, Victoria University of Wellington, New Zealand**Susan Sierra**, The University of Edinburgh, UK**Mehdi Aaghabali**, Khansar Campus, University of Isfahan, Iran**Razieh Vahed**, Khansar Campus, University of Isfahan, Iran

**Razieh Vahed**, Khansar Campus, University of Isfahan, Iran**Saeed Vahdati**, Khansar Campus, University of Isfahan, Iran**Zakeieh Tajfirouz**, Khansar Campus, University of Isfahan, Iran**Mehdi Aaghabali**, Khansar Campus, University of Isfahan, Iran**Mohammad Bagher Asadi**, University of Tehran, Iran**Seyed Ebrahim Sadeghi**, Campus of Agriculture and Natural resources of Tehran University , Iran

**Pere Ara**, Universitat Autonoma de Barcelona, Spain

**Anthony Bak,**University of Bielefeld, Germany

**Lisa Orloff Clark,**Victoria University of Wellington, New Zealand

**Cristobal Gil Canto**, Universidad de Malaga, Spain

**Nasser Golestani,**Tarbiat Modares University, Iran

**Mark Lawson**, Heriot-Watt University, UK

**Hipolito Treffinger,**University of Bonn, Germany

**Mike Whittaker,**University of Glasgow, UK

Jun 25, 2021

13:00-14:00 | 14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

Opening | M. LawsonInverse semigroups |
H. TreffingerQuivers and representations |
Break | C. Gil CantoLeavitt path algebras and Cayley graphs |
Problem Solving |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

H. Treffinger The category of quiver representations |
N. Golestani An introduction to K-theory and the Elliott classification program |
Break | M. LawsonBoolean inverse monoids |
Problem Solving |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

C. Gil CantoLeavitt path algebras and Cayley graphs |
M. LawsonNon-commutative Stone duality |
Break | H. TreffingerQuivers of finite representation typeb |
Problem Solving |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

N. GolestaniAn introduction to K-theory and the Elliott classification program |
H. TreffingerPath algebras and module categories |
Break | M. LawsonMV-algebras and Boolean inverse monoidsb |
Problem Solving |

13:00-14:00 | 14:00-15:00 | 15:00-16:00 |

L. O. ClarkAmple groupoid algebras |
N. GolestaniAn introduction to K-theory and the Elliott classification program |
Problem Solving |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

M. WhittakerAperiodic tilings and their C*-algebras |
P. AraRepresentation question and Steinberg algebras |
Break | A. Bak The Geometry of Groups and Homotopy Theory |
Problem Solving |

13:00-14:00 | 14:00-15:00 | 15:00-16:00 |

P. Ara Representation question and Steinberg algebras |
L. O. ClarkAmple groupoid algebras |
Problem Solving |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

A. BakIntroduction to the Geometry of Rings and generalized Classical-like |
N. GolestaniAn introduction to K-theory and the Elliott classification program |
Break | M. WhittakerAperiodic tilings and their C*-algebras |
Problem Solving |

free |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

P. AraRepresentation question and Steinberg algebras |
A. Bak The Geometry of Rings and Homology Theory |
Break | M. Whittaker Aperiodic tilings and their C*-algebras |
Problem Solving |

14:00-15:00 | 15:00-16:00 | 16:00-16:30 | 16:30-17:30 | 17:30-18:30 |

A. BakThe K- and Homology Theory of Quotients of Path Algebras |
P. AraRepresentation question and Steinberg algebras |
Break | M. WhittakerAperiodic tilings and their C*-algebras |
Problem Solving |

All rights reserveds Khansar-cmc.ac.ir

© 2021 - Arman.CMS