Umbral moonshine information

In mathematics, umbral moonshine is a mysterious connection between Niemeier lattices and Ramanujan's mock theta functions. It is a generalization of the...

"prove" them Umbral moonshine, a mysterious connection between Niemeier lattices and Ramanujan's mock theta functions Francisco Umbral (1932–2007), Spanish...

professor at the University of Amsterdam. She is known for formulating the umbral moonshine conjectures and for her work on the connections between K3 surfaces...

In mathematics, monstrous moonshine, or moonshine theory, is the unexpected connection between the monster group M and modular functions, in particular...

in number theory, especially in integer partitions, modular forms, umbral moonshine, the Riemann Hypothesis and the fields of interest to Srinivasa Ramanujan...

Jeffrey A. Harvey proposed a generalization of this moonshine phenomenon called umbral moonshine, and their conjecture was proved mathematically by Duncan...

conjecture (Iwase, 1997) Erdős discrepancy problem (Terence Tao, 2015) Umbral moonshine conjecture (John F. R. Duncan, Michael J. Griffin, Ken Ono, 2015) Anderson...

continuous spectrum. Mock theta functions appear in the theory of umbral moonshine. Atish Dabholkar, Sameer Murthy, and Don Zagier showed that mock modular...

lattice II25,1, where the Niemeier lattice corresponding to w is w⊥/w. Umbral moonshine Smith Minkowski Siegel mass formula#Dimension n = 24 Chenevier, Gaëtan;...

Taiwanese-Dutch mathematician and theoretical physicist, formulated umbral moonshine Yingda Cheng (born 1983), Chinese-American applied mathematician, expert...

small cubicuboctahedron (which also has 24 vertices). The theory of umbral moonshine is a partly conjectural relationship between K3 surfaces and M24. The...