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https://www.medschl.cam.ac.uk/tag/success/feed/
https://www.medschl.cam.ac.uk/tag/success/feed/23 Feb 2024: Campus./p pOn the International Women’s Day, the book featured in the Guardian.b/b/p pa -
Theory Groups_Big
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/Groups_Big.html23 May 2024: b T j (i b) = b" "b. b T i b S" assumes eq: "a. ... b T - T' j (i b) = b" "b. b T - T' i b S - S'" assumes nn: "a. -
https://www.medschl.cam.ac.uk/tag/pitch-2/feed/
https://www.medschl.cam.ac.uk/tag/pitch-2/feed/23 Feb 2024: p class="p1"span class="s1"bDo you have a/b/span span class="s1"bpunchy ‘elevator pitch’ to sell your idea to a collaborator, colleagues or potential ... We’ll use the same format that worked so well during the recent “Selling to industry for -
Theory Lattices_Big
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/Lattices_Big.html23 May 2024: x A" and "Ashows "x A) = x F A" proof - from ‹A› obtain b where "b A" by blast then obtain B where : "Ab B" "b B" by (blast dest: ... a set 'b 'b" ("(3MAX __./ _)" [0, 0, 10] 10) translations "MIN x y. -
Theory Set_Interval
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/Set_Interval.html23 May 2024: bB r a b" "a1 a2 b. ⟦ a1 A; a2 A; b B; r a1 b; r a2 b ⟧ a1 = a2" shows "card AB" proof - let? ... P = "λa b. b B r a b" let? f = "λa. -
Directory | Cambridge Cardiovascular
https://www.cardiovascular.cam.ac.uk/directory/b23 Feb 2024: Search site. Cambridge Cardiovascular. Directory. Select. please select. A. B. C. -
https://www.medschl.cam.ac.uk/tag/jason-ali/feed/
https://www.medschl.cam.ac.uk/tag/jason-ali/feed/23 Feb 2024: pathway CD4 T cell alloresponses’/em.b/b/p pThe Patey prize celebrates the work of David Patey (1899-1977), a distinguished surgeon at the Middlesex Hospital who gained international recognition -
Theory Binomial
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/Binomial.html23 May 2024: thesis by (simp add:qed theorem n_subsets: assumes "finite A" shows "card {B. ... g? B? B'" apply (where f' = "λl. (ll"]) using assms by (auto simp: 2 simp flip: length_0_conv intro!: 3) have fin: "finite {xs. -
Theory RBT_Impl
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL-Library/RBT_Impl.html23 May 2024: simp]: "(vc t) = (v «| t)" by (cases t) auto lemma paint_rbt_less[simp]: "(paint c t |« v) = (t |« v)" by (cases t) auto fun rbt_ins :: "('a 'b 'b 'b) ... f k v t rule:end context ord begin definition rbt_insert_with_key :: "('a 'b 'b 'b) 'a 'b ('a,'b) -
https://www.phpc.cam.ac.uk/ceu/wp-json/wp/v2/pages/4518
https://www.phpc.cam.ac.uk/ceu/wp-json/wp/v2/pages/451823 Feb 2024: 335559740":259}"u00a0/span/pnpbspan data-contrast="auto"The Malaysian Acute Vascular Events RIsK (MAVERIK)/span/b bspan data-contrast="auto"study/span/bspan ... data-contrast="auto"The Malaysian Acute Vascular Events RIsK (MAVERIK)/span/b bspan -
Theory SMT
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/SMT.html23 May 2024: P x)xP x)› by auto lemma verit_ite_simplify: ‹(B C) = B› ‹(B C) = C› ‹(If A' B B) = B› ‹(A') B C)A' C B)› ‹(If c (If c ... by auto lemmas verit_eq_simplify =lemma verit_minus_simplify: ‹(a :: 'a ::a› ‹(a :: 'a ::a› ‹b :: 'b : -
Theory Lattices
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/Lattices.html23 May 2024: by (simp add:next show "a a" for a by (simp add: order_iff) next fix a b assume "a b" "b a" then have "a = a b" "a b = b" ... by (simp_all add: order_iff commute) then show "a = b" by simp next fix a b c assume "a b" "b c" then have "a = a b" "b = b c" -
https://www.medschl.cam.ac.uk/tag/collaboration/feed/
https://www.medschl.cam.ac.uk/tag/collaboration/feed/23 Feb 2024: p class="p1"span class="s1"bDo you have a/b/span span class="s1"bpunchy ‘elevator pitch’ to sell your idea to a collaborator, colleagues or potential ... We’ll use the same format that worked so well during the recent “Selling to industry for -
Theory func
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/FOL/ZF/func.html23 May 2024: A" by (blast dest: fun_is_rel) lemma range_type: "⟦⟨a,b⟩ f; fA,B)⟧ b B(a)" by (blast dest: fun_is_rel) lemma Pair_mem_PiD: "⟦⟨a,b⟩: f; ... fA,B)⟧ a A b B(a) fa = b" by (blast intro:subsection‹Lambda Abstraction› lemma lamI: "a A <a,b(a -
Theory Order
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/FOL/ZF/Order.html23 May 2024: of forward proof!) lemma well_ord_iso_preserving: "⟦well_ord(A,r); well_ord(B,s); ⟨a,c⟩: r; fA,a,r), r, pred(B,b,s), s); gA,c,r), ... r, pred(B,d,s), s); a A; c A; b B; d B⟧ ⟨b,d⟩: s" apply (frule ord_iso_is_bij [THEN bij_is_fun, THEN -
Theory Type
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/FOL/CCL/Type.html23 May 2024: EX a:A. xa)) | (EX b:B. xb))}" definition Pi :: "[where "Pi(A,B) == {x. ... pair: "⟦a = a'; b = b'; <a',b'A⟧ <a,bA" by simp ML ‹ val coinduct3_tac = SUBPROOF (fn {context = ctxt, prems = mono :: prems,. } => -
https://www.medschl.cam.ac.uk/category/newsletter/newsletter-issue-20/…
https://www.medschl.cam.ac.uk/category/newsletter/newsletter-issue-20/feed/23 Feb 2024: Health Foundation./bb/b/p pThe Clinician Scientist Fellowship enables clinicians to conduct research within a clinical setting in order to improve the long-term quality of healthcare. ... b/p pThe award is for study into how protein breakdown is -
Theory Multiset
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL-Library/Multiset.html23 May 2024: simp lemma set_mset_empty [simp]: "by (simp add: set_mset_def) lemma set_mset_single: "set_mset {#b#} = {b}" by (simp add: set_mset_def) lemma ... Mx A" by (where x = "Mx#}"]) simp lemma multiset_add_sub_el_shuffle: assumes "c # B" and "b c" shows -
Theory Hilbert_Choice
https://www.cl.cam.ac.uk/research/hvg/Isabelle/dist/library/HOL/HOL/Hilbert_Choice.html23 May 2024: BA. f B B})" proof (rule order.antisym) show "A)f A |f. ... B A f B B" "B A" for f B using that by (auto intro: SUP_upper2 INF_lower2) then show "(x?F. -
https://www.cardiovascular.cam.ac.uk/taxonomy/term/51/feed
https://www.cardiovascular.cam.ac.uk/taxonomy/term/51/feed23 Feb 2024: class="authors"><span class="author">Finucane HK</span>, <span class="author">Bulik-Sullivan B</span>, <span class="author">Gusev A</span>, <span class="author">Trynka G</span>, <span class="author">Reshef ... b></p> <p>I strongly believe that
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