Toeplitz Operator Theory and Deformation Quantization

Videorecordings of lectures

All recordings are in MOV-format and playable by either QuickTime or VLC.

Monday 26 March

• Asymptotic Expansion of the Berezin Transform for Compact Kähler Manifolds (286M)
  Marhin Schlichenmaier
• Deformation Quantisation of some Symmetric Spaces (300M)
  Simone Gutt
• Generalized Toeplitz Structures via Low-Energy States (256M)
  David Borthwick

Tuesday 27 March

• Residual Trace of Toeplitz Operators (277M)
  Louis Boutet de Monvel
• Toeplitz Operators on Hilbert Modules (313M)
  Eli Hawkins
• A Matrix-Valued Berezin-Toeplitz Quantization (242M)
  Miroslav Englis

Wednesday 28 March

• Toeplitz Operators on Symmetric Domains and their Non-Convex Satellites (251M)
  Harald Upmeier
• Irreducible Highest Weight Modules and Equivariant Quantization (302M)
  Alexander Stolin
• Degeneration of Pointed Curves and KZ Equation (261M)
  Kenji Ueno

Thusrday 29 March

• A Riemann-Roch Formula for Traces of Differential Operators I (240M)
  Giovanni Felder
• Berezin-Toeplitz-like Operators in Physical Contexts (217M)
  S. Twareque Ali
• Fundamental Group of Symplectic Manifolds with Hamiltonian Lie Group Actions (443M)
  Hui Li

Friday 30 March

• Deformation Quantization and Locally Convex Spaces (237M)
  Miroslav Englis
• Pseudomodes for Berezin-Toeplitz Operators (309M)
  David Borthwick
• A Riemann-Roch Formula for Traces of Differential Operators II (258M)
  Giovanni Felder

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