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Meta
Tag Archives: Peter Sarnak
Counting solutions to a_p = λ, Part II
This is a sequel to this post where the problem of counting eigenforms with \(a_p = \lambda\) and \(\lambda \ne 0\) was considered. Here we report on recent progress in the case \(\lambda = 0\). It is a somewhat notorious … Continue reading
This year in Jerusalem
I just returned from spending almost a week in Jerusalem (my first ever visit to Israel). The main reason for my visit was to talk with Alex Lubotzky (and Shai Evra) about mathematics, but there was plenty of time for … Continue reading
Posted in Travel
Tagged Akshay Venkatesh, Alex Gamburd, Alex Lubotzky, Andre Reznikov, Biblical Times, Cats, Chords Bridge, Coffee, David Kazhdan, Ehud de Shalit, en passant, Eucalyptus, Figs, Giant Sarnak Head, Guns, Ishtabach, Jerusalem, Machneyuda, Magnum, Michael Schein, Ostrowski, Peter Sarnak, Shai Evra, Shamburak, Shikshukit, Stalin
4 Comments
Abandonware
For a young mathematician, there is a lot of pressure to publish (or perish). The role of for-profit academic publishing is to publish large amounts of crappy mathematics papers, make a lot of money, but at least in return grant … Continue reading
Posted in Mathematics
Tagged Abandonware, Akshay Venkatesh, Andrew Odlyzko, Bernard Woolley, David Geraghty, Dick Gross, Discriminant Bounds, Galois Representations, Imaginary Quadratic Fields, Jacquet-Langlands, John Voight, Lassina Dembélé, Matthew Greenberg, Peter Sarnak, Publishing, Taylor-Wiles, Under The Cosh, Yes Minister
4 Comments
Counting solutions to a_p = λ
We know that the eigenvalue of \(T_2\) on \(\Delta\) is \(24.\) Are there any other level one cusp forms with the same Hecke eigenvalue? Maeda’s conjecture in its strongest form certainly implies that there does not. But what can one … Continue reading
Posted in Mathematics
Tagged Haruzo Hida, logloglogloglogloglog, Naser Sardari, Peter Sarnak, Robert Coleman
4 Comments