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Explore gravitational-wave standard sirens for cosmological distance measurements and mapping the universe's expansion history through advanced observational techniques.
Explore gravitational-wave standard sirens for cosmological distance measurements and their role in understanding the expanding universe's geometry and parameters.
Explore concrete examples of harmonic Maass forms with half-integral weight, examining their properties and applications in modern number theory and modular form theory.
Explore the partition function through Ram Murty's mathematical insights at this advanced discussion meeting on harmonic Maass forms and mock modular forms.
Explore the surprising connection between Siegel modular forms and black hole physics through expert insights from theoretical physicist Ashoke Sen.
Explore mock theta functions through the lens of harmonic Maass forms, uncovering their modular-like properties and mathematical framework in this specialized number theory lecture.
Explore theta lifts and holomorphic projection techniques in the context of harmonic Maass forms and mock modular forms, connecting number theory with representation theory.
Explore summation formulas from classical foundations to harmonic Maass forms, bridging traditional mathematical techniques with modern modular form theory.
Explore cycle integrals of the j-function through Duke, Imamoglu, and Toth's groundbreaking work in modular forms theory and harmonic Maass forms applications.
Explore Hecke theory applied to harmonic Maass forms, bridging modular forms and Ramanujan's mock theta functions in this advanced mathematical discussion.
Discover the mysterious mock theta functions introduced by Ramanujan, exploring their modular-like properties and connections to harmonic Maass forms in modern mathematical research.
Explore indefinite theta functions and their role in harmonic Maass forms and mock modular forms, connecting Ramanujan's mysterious functions to modern mathematical frameworks.
Explore advanced mathematical techniques for generalizing the Monster Denominator Identity to higher levels through harmonic Maass forms and modular function theory.
Explore Eichler-Selberg relations connecting traces of singular moduli in this advanced mathematical lecture by Ken Ono at ICTS.
Explore Ramanujan's groundbreaking work on modular forms and mock theta functions, connecting number theory to modern mathematical applications in physics and geometry.
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