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Meta
Monthly Archives: May 2013
Swans
Since I first saw it, I’ve always been very impressed by Maya Plisetskaya’s dying swan. But Charles Riley gives her a run for her money in his own original performance with Yo Yo Ma. Compare and constrast!
Posted in Music
Tagged Ballet, Carnival of the Animals, Lil' Buck, Modern Dance, Plisetskaya, Saint-Saëns
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Elsevier’s answer to public criticism:
The following was sent to editors for an Elsevier journal; a copy of the email mysteriously fell into my hands, and I reproduce it here (in part): Following discussions with the board and at Elsevier this year, we feel that … Continue reading
Understatement
This supposition, the so-called Twin Prime Conjecture, is not necessarily obvious . “He wasn’t a big name, and I get the impression that he wasn’t one of the leading analytical number theorists,” said Richard Taylor, a respected mathematician and a … Continue reading
Posted in Mathematics
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Bush, the Messiah (and Emma Kirkby)
The title of this post is, in part, a public service message to use the Oxford comma. However, there is a thread (in my mind) linking the three titular subjects. The connection between George Bush and the Messiah is not … Continue reading
Posted in Music, Politics
Tagged Academy of Ancient Music, Bush, Christopher Hogwood, Emma Kirkby, Oxford Comma, The Messiah
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Finiteness of the global deformation ring over local deformation rings
(This post is the result of a conversation I had with Matt). Suppose that \(\overline{\rho}: G_{F} \rightarrow \mathrm{GL}_n(\mathbf{F})\) is a continuous mod-\(p\) absolutely irreducible Galois representation. For now, let’s assume that \(F/F^{+}\) is a CM field, and \(\overline{\rho}\) is essentially … Continue reading
Posted in Mathematics
Tagged BLGGT, David Geraghty, Galois Representations, Jack Thorne, Matthew Emerton, Vytas Paskunas
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Michael Pollan is not a scientist
Michael Pollan is popular because he is an engaging speaker who spins a narrative about food that dovetails with the political inclinations of his audience. He has a degree in English, and, as far as I know, no scientific training … Continue reading
Equidistribution of Heegner Points
I saw a nice talk by Matt Young recently (joint work with Sheng-Chi Liu and Riad Masri) on the following problem. For a fundamental discriminant \(|D|\) of an imaginary quadratic field \(F\), one has \(h_D\) points in \(X_0(1)(\mathbf{C})\) with complex … Continue reading
Posted in Mathematics
Tagged Assif Mandvi, Equidistribution, Heegner, Liu, Masri, Young
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Exercise concerning quaternion algebras
Here’s a fun problem that came up in a talk by Jacob Tsimerman on Monday concerning some joint work with Andrew Snowden: Problem: Let \(D/\mathbf{Q}(t)\) be a quaternion algebra such that the specialization \(D_t\) splits for almost all \(t\). Then … Continue reading
Catalan’s Constant and periods
There is a 60th birthday conference in honour of Frits Beukers in Utrech in July; I’m hoping to swing by there on the way to Oberwolfach. Thinking about matters Beukers made me reconsider an question that I’ve had for while. … Continue reading
Posted in Mathematics
Tagged Apéry, Beukers, Gauss-Manin connection, Hypergeometric Functions, K-theory, Leopoldt Conjecture, Periods, Picard-Fuchs
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