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1. https://people.maths.ox.ac.uk/panzer/paper/MZVDQ.pdf

n=1(i)nBn(f , g). 3 f? g g? f = i{f , g}O(2) algebra. ... 3 f? g g? f = i{f , g}O(2) algebra. Kontsevich’s universal formula (1997).

people.maths.ox.ac.uk/panzer/paper/MZVDQ.pdf- 373k - 12 Jun 2020 - Cached

2. Mens Sana in Corpore Sano? Beauty and body performance in Science | Oxford Institute of Population Ageing

09 May 2018. A few weeks ago I had an interesting conversation with a friend. ... When I started my DPhil, 9 years ago, I was introduced to a satirical website, called “Prof or Hobo?”.

www.ageing.ox.ac.uk/blog/mens-sana-in-corpore-sano- 26k - Cached

3. Publications | The Godfray Lab | Page 9

American Naturalist 153, 228-235. MÃller, C.B., Adriaanse, I.C.T., Belshaw, R. & Godfray, H.C.J. ... Dempster, J.P. & McLean, I.F.G.), pp. 135-168. Kluwer Academic Publishers, Dordrecht.

zoo-godfray.zoo.ox.ac.uk/publications/page/9/- 28k - Cached

4. https://www.cs.ox.ac.uk/people/samuel.staton/papers/twocotensors.pdf

Fi(G) = F G [i(F ) • G] = [F G]. ... It has. tensors and cotensors, and Corollary 2.3 holds:. Fi(G) = F G [i(F ) • G] = [F G].

www.cs.ox.ac.uk/people/samuel.staton/papers/twocotensors.pdf- 341k - 15 May 2009 - Cached

5. C:\\Users\\simon\\Documents\\Teaching\\NewCourse\\ProblemsOnly.pdf

0 , D! ,AB " # $" '! #! E $ $ 0 $ ") &! '! F G HI JJKLMN O PN Q HR SNL TLM J / # $ $"UV # $ # ;WX A ' # # Y& X) # #! Z #! [! " " # "! #$ D ) ... Z >? >? >? >? @ [D FG HI X >? ] >? >? >? B FGNI ̂ I _ F G ̀X Z G Q. %! & '( ) ""! # #

www-thphys.physics.ox.ac.uk/people/SteveSimon/condmat2012/Homework4.pdf- 150k - 6 Jan 2012 - Cached

6. usmain.dvi

C I G I @ ) I I ) ) G I I F @ ) > Q y )I J P G. ... I & # ' # ' ' Q. < , # ( ( ( , ( ( ( ,. F ) @ J ) ) @ , ) ) ) @ , I G I C M @ ) @ I @ ) G ) ) ) ) @ " , @ ) I ) G ) ) @ , , @ I. @ @ )

www.cs.ox.ac.uk/people/samson.abramsky/gfc.pdf- 370k - 14 Jul 2006 - Cached

7. https://people.maths.ox.ac.uk/kimm/lectures/kias20064.pdf

of characteristic zero. 5. Start with the group ring F [G], has the nat-. ... ural structure of a Hopf algebra:. : F [G]F [G] F [G]defined by.

people.maths.ox.ac.uk/kimm/lectures/kias20064.pdf- 76k - 6 Jul 2006 - Cached

8. https://people.maths.ox.ac.uk/fowler/papers/2001.5.pdf

$! $! # #! 7 # &F G #! ))'-! $! #! #! ". &5! ))' # #! "! # #! # #! $! & 77 # - @ ' #! $! & ... 7 #! # '. #! " " # 0 &( 5' $ #! )> )>, &@ '! # #! $ " #! " #! ( 5! #! # " # 0! " #! # "! "! & 5 H )) - B I! #! )),- F G #! ))' # "! # ( 5! # # # / $ 7= ,J " # #

people.maths.ox.ac.uk/fowler/papers/2001.5.pdf- 333k - 7 Feb 2012 - Cached

9. https://www.cs.ox.ac.uk/people/hsiang-shang.ko/OAOAOO/OAOAOO.agda

f xs) g (fmap D h xs)) {i} (x : μ D i) h (fold f x) fold g x fusion {I} D {X} {Y} h f g fc x = induction D ( ... h xs)) h (f' (mapFold D E f es)) g' (mapFold D E g es) aux (say i) f' g' refl hs fc = fc refl aux (σ S E) f' g'

www.cs.ox.ac.uk/people/hsiang-shang.ko/OAOAOO/OAOAOO.agda- 31k - 14 Jun 2011 - Cached

10. https://www.cs.ox.ac.uk/files/5554/main.pdf

Indeed, let f uclT (A), we need to showthat for every MA g such that {f} |=T g it holds I |= g. ... If g = R(a), then observe that {f} |=T g implies A |=T g; thus,due to Proposition 3.2, A′ |= g and, as we showed above, I |= g.J

www.cs.ox.ac.uk/files/5554/main.pdf- 924k - 13 May 2013 - Cached

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