January 6-10, 2020, National Institute of Science, Education and Research, India

Monday, January 6 | ||

10:00-11:15 | O. Shalit | Dilation theory: fresh directions with new applications I |

11:45-13:00 | U. Franz | Introduction to Quantum Stochastic Processes, with Emphasis on Independent Increment Processes I |

14:00-14:50 | B.V.R. Bhat | Roots of completely positive maps |

15:20-15:55 | R. Srinivasan | CCR and CAR flows over convex cones |

15:55-16:30 | S. Mukhopadhyay | Levi-Civita connections on bicovariant differential calculus |

16:30-17:05 | A. Kumar | Partial isometries in an absolute order unit space |

Tuesday, January 7 | ||

10:00-11:15 | U. Franz | Introduction to Quantum Stochastic Processes, with Emphasis on Independent Increment Processes II |

11:45-13:00 | O. Shalit | Dilation theory: fresh directions with new applications II |

14:00-14:50 | A. Viselter | Actions, quotients and lattices of locally compact quantum groups |

15:20-15:55 | P. Vaidyanathan | Non-Stable K-theory for C*-algebras |

15:55-16:30 | S. Chakraborty | Morita equivalence of noncommutative orbifolds |

16:30-17:05 | Vijay U | Structure of Block Quantum Dynamical Semigroups and their Product Systems |

Wednesday, January 8 | ||

10:00-11:15 | O. Shalit | Dilation theory: fresh directions with new applications III |

11:45-13:00 | U. Franz | Introduction to Quantum Stochastic Processes, with Emphasis on Independent Increment Processes III |

14:00-14:50 | T. Bhattacharyya | Distinguished varieties in the bidisc |

Thursday, January 9 | ||

10:00-11:15 | U. Franz | Introduction to Quantum Stochastic Processes, with Emphasis on Independent Increment Processes IV |

11:45-13:00 | O. Shalit | Dilation theory: fresh directions with new applications IV |

14:00-14:50 | Y. Kawahigashi | Topological phases of matter, tensor categories and operator algebras |

15:20-15:55 | R. Holkar | C*-dynamical systems and Fell bundles |

15:55-16:30 | S. Bhattacharjee | Hopf actions on projective varieties |

16:30-17:05 | B. Talwar | An identification of closed ideals of C_0(X) \otimes^{min} A |

Friday, January 10 | ||

10:00-11:15 | O. Shalit | Dilation theory: fresh directions with new applications V |

11:45-13:00 | U. Franz | Introduction to Quantum Stochastic Processes, with Emphasis on Independent Increment Processes V |

14:00-14:50 | A. Pal | Decomposition of certain representations of C*-algebras coming from quantum groups |

15:20-15:55 | D. Keshari | Similarity Invariants of the Cowen-Douglas class of operators |