Sam Cohen (@SamCMaths) header
Sam Cohen (@SamCMaths) profile picture

Mathematician; Christian; beer, beards and silly hats aficionado

Joined August 2019
Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)Photo by Sam Cohen (@SamCMaths)
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Replying to @viditnanda
I will make sure my next negative review highlights the work of V Nanda.
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Replying to @viditnanda
Sounds like you’ve not been paying enough attention to opportunities for ninja in the modern academic world.
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Thing that would make me happy in 2025: @RockstarGames announces a Red Dead spinoff set in Australia. With inspiration from the stories of Ned Kelly, Truganini, the man from Snowy River, On our Selection, the Eureka Stockade, … there’s plenty of source material!
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Replying to @viditnanda
And the only sum of cubes below some n.
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Replying to @keenanisalive
Of course this works until you have an asymmetry which means your chain isn’t reversible… then you have to think a bit more to describe equilibrium…
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Hey @BBCNews I know NZ is regularly left off maps, but why do you call it part of Asia?
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Replying to @miniapeur
Jan Obloj and Johannes Wiesel have some projects in this direction
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📝Admissions for our STATML are now open! ⏱️Deadline: 8th Jan '25 STATML is an @EPSRC funded CDT in Statistics & Machine Learning. Studentships are fully funded for a 4-year PhD/DPhil research programme. 🔗For more info, visit: statml.io – at Oxford, England
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Replying to @roydanroy
I’m unsurprised. My general take is that these methods are only worth it for high dimensional equations, where there are few classical competitors.
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This is important as there's no guarantee that the transition matrix is diagonalizable (a usual assumption for power iteration). That's where the slightly weird Hilbert metric allows you to say things very precisely, even without that assumption!
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Replying to @keenanisalive
To be careful, you need to say what metric it's a contraction in - arxiv.org/abs/2309.02413
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Replying to @SimonsInstitute
Very nice. Slight typo on p20 (C_P vs C_T). If I was to argue, I'd point out that in practice we often use falsifiable models (cf Box's adage) so something beyond simple falsifiability is needed as a criterion.
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Wearing multiple crowns, and writing your name on your leg, also seem surprising fashion choices.
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Replying to @sp_monte_carlo
Then ignore my earlier comment - I was thinking of Amari-type geodesics...
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Replying to @sp_monte_carlo
Feels like it would be true in exponential families - what geodesic are you thinking of though?
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A full Bayesian analysis would also include an assessment of the reliability of SBF as a literary critic…
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Can I infer it's principally for those of us who do like mathematics?
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5-year positions for early career researchers (here = PhD viva after 1st Aug 2022) in Theoretical Physics (or Mathematics, or Archaeology, Classics, Modern Languages, Politics -- 1 for each subject). Deadline 6th September asc.ox.ac.uk/post-doctoral-r…
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Tomorrow, Thurs 25, 11:30 a.m. CEST — 1 p.m. CEST, presenting our work at #ICML2024, "Generalization Error of Graph Neural Networks in the Mean-field Regime" Location: Hall C 4-9, Poster 508,
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