Autonomous Systems @ UK AI Safety Institute (AISI)
DPhil AI Safety @ Oxford (Hertford college, CS dept, AIMS CDT)
Former senior data scientist and software engineer + SERI MATS
I’m particularly interested in sustainable collaboration and the long-term future of value. I’d love to contribute to a safer and more prosperous future with AI! Always interested in discussions about axiology, x-risks, s-risks.
I enjoy meeting new perspectives and growing my understanding of the world and the people in it. I also love to read—let me know your suggestions! In no particular order, here are some I’ve enjoyed recently
Ord—The Precipice
Pearl—The Book of Why
Bostrom—Superintelligence
McCall Smith—The No. 1 Ladies’ Detective Agency (and series)
Melville—Moby-Dick
Abelson & Sussman—Structure and Interpretation of Computer Programs
Stross—Accelerando
Graeme—The Rosie Project (and trilogy)
Cooperative gaming is a relatively recent but fruitful interest for me. Here are some of my favourites
Hanabi (can’t recommend enough; try it out!)
Pandemic (ironic at time of writing...)
Dungeons and Dragons (I DM a bit and it keeps me on my creative toes)
Overcooked (my partner and I enjoy the foody themes and frantic realtime coordination playing this)
People who’ve got to know me only recently are sometimes surprised to learn that I’m a pretty handy trumpeter and hornist.
nit: I found your graphical quantifiers and implications a bit confusing to read. It’s the middle condition that looks weird.
If I’ve understood, I think you want (given a set of Xi, there exists Ω with all of):
∀i.[X¯i→Xi→Ω]∀Γ.(∀i.[X¯i→Xi→Γ])⟹[X→Ω→Γ]X(→Ω)→Ω
(the third line is just my crude latex rendition of your third diagram)
Is that order of quantifiers and precedence correct?
In words, you want an Ω:
which is a redund over the Xi
where any Γ which is a redund over the Xi is screened from X by Ω
which is approximately deterministic on X
An unverified intuition (I’ll unlikely work on this further): would the joint distribution of all candidate Γs work as Ω? It screens off the X from any given Γ, right (90% confidence)? And it is itself a redund over the X I think (again 90% confidence ish)? I don’t really grok what it means to be approximately deterministic but it feels like this should be? Overall confidence 30% ish, deflating for outside and definedness reasons.