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Author List

Displaying 31 authors out of 31
A. DABHOLKAR (LPTHE, Université Paris VI, Paris, France)
Quantum field theory and modular forms
A. FOLSOM (Yale University, New Haven CT, USA)
Kac-Wakimoto characters, asymptotics and mock modular forms
A. KLEMM (Humboldt University of Berlin, Berlin, Germany)
Wall-crossing holomorphic anomaly and mock modularity of multiple M5-branes
A. SEN/A. DABHOLKAR (Harish-Chandra Research Institute, Allahabad, India/LPTHE, Paris VI, France)
Quantum black holes and modular forms 1
Quantum black holes and modular forms 2
Quantum black holes and modular forms 3
A. TAORMINA (University of Durham, Durham, UK)
Symmetries of K3 in M_{24}: I Geometry
BEN KANE (University of Cologne, Cologne, Germany)
Faber polynomials and Poincaré series
DON B. ZAGIER (Max-Planck Institute for Mathematics, Bonn, Germany)
Mock modular forms and Jacobi forms 1
Mock modular forms and Jacobi forms 1 (continuation)
Mock modular forms and Jacobi forms 2
Mock modular forms and Jacobi forms 3
H. BRUINIER (Technical University of Darmstadt, Darmstadt, Germany)
Harmonic Maass forms and periods
I. RUNKEL (Universität Hamburg, Hamburg, Germany)
Quantum field theory for mathematicians 1
Quantum field theory for mathematicians 2
Quantum field theory for mathematicians 3
Quantum field theory for mathematicians 4
Quantum field theory for mathematicians 5
J. FUNKE (University of Durham, Durham, UK)
Theta liftings, cycles, and harmonic weak Maass forms
J. LOVEJOY (Université Denis Diderot Paris 7, Paris, France)
Congruences for smallest parts functions
J. MANSCHOT (IPhT, Gif-sur-Yvette, France)
The Betti numbers of the moduli space of sheaves of rank 3 on the projective plane
K. MAHLBURG (Princeton University, Princeton NJ, USA)
Mock Jacobi forms and moment asymptotics
K. WENDLAND (University of Augsburg, Augsburg, Germany)
Symmetries of K3 in M_{24}: II Group Theory
L. GOETTSCHE (ICTP, Trieste, Italy)
Wallcrossing for invariants of Moduli spaces of sheaves and Donaldson invariants 1
Wallcrossing for invariants of Moduli spaces of sheaves and Donaldson invariants 2
Wallcrossing for invariants of Moduli spaces of sheaves and Donaldson invariants 3
Wallcrossing for invariants of Moduli spaces of sheaves and Donaldson invariants 4
Wallcrossing for invariants of Moduli spaces of sheaves and Donaldson invariants 5
M. CHENG (Harvard University, Cambridge MA, USA)
Generalised Kac-Moody Algebra, Automorphic Forms, and the sporadic group M24
M. RAUM (Max-Planck Institute for Mathematics, Bonn, Germany)
Harmonic Siegel-Maass forms and their Fourier-Jacobi expansions
M. VLASENKO/A. MELLIT (Max-Planck Institute for Mathematics, Bonn, Germany)
Introduction to modular forms 1
Introduction to modular forms 2
Introduction to modular forms 3
Introduction to modular forms 4
Introduction to modular forms 5
P. GUERZHOY (University of Hawaii, Honolulu, USA)
Weak Harmonic Maass forms of weight zero: algebraicity and congruences
P. JENKINS (Brigham Young University, Provo UT, USA)
Bounds for coefficients of cusp forms and extremal lattices
PROFESSOR DON ZAGIER (Max Planck Institute for Mathematics (Bonn) and Collège de France)
ICTP Colloquium "Quantum Modular Forms"
RAMADAS RAMAKRISHNAN (ICTP, Trieste, Italy)
OPENING
S. GOVINDARAJAN (Indian Institute of Technology Madras, Chennai, India)
Generalized Mathieu Moonshine
S. MURTHY (TIFR, Mumbai, India)
Quantum black holes, wall crossing and mock modular forms
S.P. ZWEGERS (Universität zu Köln, Köln, Germany)
Mock theta functions, mock modular forms and indefinite theta series 1
Mock theta functions, mock modular forms and indefinite theta series 2
Mock theta functions, mock modular forms and indefinite theta series 3
Mock theta functions, mock modular forms and indefinite theta series 4
Mock theta functions, mock modular forms and indefinite theta series 5
SO OKADA (Kyoto University, Kyoto, Japan)
Rigid semistable objects and kinds of modular forms
T. DIMOFTE (Institute for Advanced Study, Princeton NJ, USA)
Modularity in Chern-Simons theory
T. YANG (University of Wisconsin, Madison WI, USA)
Harmonic Weak Maass Forms and CM values of automorphic green functions
V. GRITSENKO (Université Lille 1, Villeneuve d'Ascq, France)
The simplest reflective modular forms
V.B. MEHTA (Tata Institute of Fundamental Research, Mumbai, India)
Moduli spaces of vector bundles and sheaves 1
Moduli spaces of vector bundles and sheaves 2
Moduli spaces of vector bundles and sheaves 3
Moduli spaces of vector bundles and sheaves 4
Z. KENT (Emory University, Atlanta GA, USA)
p-adic properties of the partition function

Organizers

Directors: Kathrin Bringmann, Lothar Göttsche, Don Zagier