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23 Feb 2024: J Thromb Haemost. 2018: 16; 1-16.</span></p> <p><span>Watson BR, White NA, Taylor KA, <b>Howes J-M</b><b>,</b> Malcor JD, Bihan D, Sage SO, Farndale ... Metallomics. 2016: 8; 91-100.</span></p> <p><span><b>Howes J-M, </b>Pugh N, Knäuper V, Farndale R.<b>

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

23 May 2024: syntax "_quote" :: "'b ('a 'b)" "_antiquote" :: "('a 'b) 'b" ("_" [1000] 1000) "_Subst" :: "'a bexp 'b idt 'a bexp" ("_[_'/_]" [1000] 999) "_Assert" :: "'a 'a set" ("(⦃_⦄)" [0] 1000) "_Assign" :: "idt 'b 'a com" ("(_ :=/ _)" ... INV _ //DO _ /OD)" [0,

23 May 2024: b F} = {a b |b. b = x b F}" by blast have "a (xF) = a x aF" by (simp add: inf_sup_distrib1) also have ". = a xa b |b. b F}" ... by simp also have ". a b |b. b = x b F}" by (unfold Sup_insert[THEN sym], simp) finally show "a (xF)a b |b.

23 May 2024: lemma wf_onI_pf: assumes "B. B A B R B Bshows "wf_on A R" unfolding wf_on_def proof (introfix P :: "'a bool" and x :: 'a let? ... a 'a) set ('b 'b) set (('a 'b) ('a 'b)) set" (infixr "<lex>" 80) where "ra <lex> rb = {((a, b), (a', b')).

23 May 2024: a, b], [b, b], [c, b], [a, c], [b, c], [c, c]]" by (simp add: eval_nat_numeral)} @{lemma "rotate1 [a,b,c,d] = [b,c,d,a]" by simp} @{lemma ... b 'b list 'b list" where "insort_insert_key f x xsf x fxs then xsf x xs)" abbreviation "sort sort_key (λx.

23 May 2024: a band a: "a = a'a b" and b: "b = b'a b" shows "coprime a' b'" proof - from c have "abby simp with div_gcd_coprime have "coprime (aa b) ... a = a'a b b = b'a ba' b'" proof - have "coprime (aa b) (ba b)" usingby auto then show?

23 Feb 2024: field-label-above"><div class="field-label">Key publications:&nbsp;</div><div class="field-items"><div class="field-item even"><p>Sarah Davidson<b>, </b>Mirjana Efremova, Angela Riedel, Bidesh Mahata, ... Roser Vento-Tormo, Jhuma Pramanik, Gozde Kar,

23 Feb 2024: It has been a large team effort and we should not forget the extraordinary fund raising within the community which made much of it possible./ib’/b/p pa title="Prof

23 Feb 2024: Davidenko, Maria Colzani, Sanjay Sinha, Serena M Best, Ruth E Cameron;<b> </b><b>Design considerations for the creation of a cardiac patch</b>. ... EBI-Sanger-Cambridge PhD Symposium; Cambridge, February 2017</p> <p><b><span>Vera Graup</span></b>

23 Feb 2024: Campus./p pOn the International Women’s Day, the book featured in the Guardian.b/b/p pa

23 May 2024: axiomatization where extension: "A = B A B B A" and Union_iff: "AC) (BC. ... lemma ReplaceI [intro]: "⟦P(x,b); x: A; y. P(x,y) y=b⟧ b {y.

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

23 May 2024: B x) a A b B a" by auto lemma INT_E [elim]: "b (xA. ... A B))" "AA else (B. B A))" by auto lemma Un_Union_image: "(xC.

23 May 2024: A)" ― ‹legacy› section ‹Quantifier elimination for ‹ (0, 1, , floor, <)›› declare of_int_floor_cancel [simp del] lemma myle: fixes a b :: "'a::{ordered_ab_group_add}" shows "(a b)b - a)" ... by (lemma myless: fixes a b ::

23 May 2024: T (Rep b) b) R = TT" unfoldingby auto lemma Quotient_alt_def5: "Quotient R Abs Rep T TAbsRep TR = T OO T" unfoldingby blast lemma fun_quotient: assumes 1: "Quotient R1 ... correspondence relation› definition POS :: "('a 'b bool) ('a 'bwhere "POS A B A B

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

23 May 2024: a,a'ra; pa,ba',b'⟧ R" and 3: "a b b'. ⟦<b,b'rb; pa,ba,b'⟧ R" shows R apply (THEN lexXH [THEN iffD1], THEN exE]) usingapply blast done ... induct]) apply (apply (apply (erule 2) apply blast done lemma SPLITB: "a,b>,B) = B(a,b)" unfolding SPLIT_def

23 May 2024: b B ⟨b',b⟩:s" by (unfoldlemma radd_Inr_Inl_iff [simp]: "⟨Inr(b), Inl(a)⟩A,r,B,s)by (unfolddeclare radd_Inr_Inl_iff [THENsubsubsection‹Elimination Rule› lemma raddE: ... Can be used to obtain introduction rules› lemma rmult_iff [iff]:

23 Feb 2024: Search site. Cambridge Cardiovascular. Directory. Select. please select. A. B. C.