- We find that Ramanujan-type congruences for Hurwitz class numbers can be sustained on nonholomorphic generating series, in contrast to all other known Ramanujan-type congruences.
- For such nonholomorphic congruences of Hurwitz class numbers, we demonstrate a divisibility conclusion.
- The holomorphic projection of theta series products with a Hurwitz class number generating series and a Serre theorem.
The National Academy of Sciences is how esteemed?
- The American National Academy of Sciences (NAS) is thought to be the nation's most esteemed honorary scientific society.
- But it also has a track record for being male, old, and white. By extending an invitation to a younger, more diverse group of scientists to join them, its members today made a significant step in changing their reputation.
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It helps create a stronger, more collectivist kind of environment, which is more successful, I believe, than individualist environments.
