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28 May 2008: b B b′ b α b′. We can regard such augmentations as elementary eventstructures in which all subsets of events are consistent. ... Pr(SB). SB=. 〈lB ,rB〉zzA A. Pr h99ssssssssss. fg//B B. Hence f g.

27 Aug 2008: The derivation! B Promotion! B! B;! B; C Contraction!B; C Cut!; Cis reduced to! ... B Promotion! B! B Promotion! B! B;! B; C Cut!;! B; C Cut!;! ;

16 Feb 2008: For each value of PEP, we measure Precision (Panela), Recall (Panel b), and AER (Panel c). ... In both cases, AlignmentPrecision (Panel a), Alignment Recall (Panel b), and AER (Panel c)are measured are functions of Phrase Exclusion Probability.

27 Aug 2008: rDwhich commutes to! B C. rD WeakeningD Commutation of Contraction! B [!B][!B]C ContractionC. ... rDwhich commutes to 29! B [!B][!B]C. rD ContractionDAgain, rather than presenting the above deductions with terms attached, we give (all) theterm

12 Feb 2008: For ai A (i = 1,. , n), f : A B B, and b B we have. ... 8. fun foldl f b [] = b. | foldl f b (h::t) = foldl f (f(h,b)) t ;. fun foldr f b [] = b. | foldr f b (h::t) = f( h , foldr f

2 Dec 2008: rightOf(A,B,(B,A,_,_,_)).rightOf(A,B,(_,B,A,_,_)).rightOf(A,B,(_,_,B,A,_)).rightOf(A,B,(_,_,_,B,A)). 6. The green house is immediately to the right of the ... nextTo(A,B,(A,B,_,_,_)).nextTo(A,B,(_,A,B,_,_)).nextTo(A,B,(_,_,A,B,_)).nextTo(A,B,(_,_,_,A,B)).

27 Aug 2008: The derivation! B Promotion! B! B;! B; C Contraction!B; C Cut!; Cis reduced to! ... B Promotion! B! B Promotion! B! B;! B; C Cut!;! B; C Cut!;! ;

13 Nov 2008: Theorem? (A B = B A) A = BProof? 1. Assume A B = B A. ... 0. Assume A 6= and B 6=. 1. Assume A B = B A.

23 Jun 2008: I-I: ti(A)h < ti(B)l B –B– B —B–(AB) I-P: ti(A)h < tp(B) – —————— ————- ————-(A | B) P-I: tp(A) < ti(B)l —— —— ——(A ;B) – —————— ————- ————-. ... l = ti(B)l) (ti(A)h < ti(B)h)

8 May 2008: Martha S. Turner a,, Jon S. Simons b, Sam J. Gilbert a, Chris D. ... New Items, and (B) Recollection of Temporal Source > Recollection of Perceived/Imagined Source.These regions are proposed to be involved in several different types of source recollection

27 Aug 2008: rDwhich commutes to! B C. rD WeakeningD Commutation of Contraction! B [!B][!B]C ContractionC. ... rDwhich commutes to 29! B [!B][!B]C. rD ContractionDAgain, rather than presenting the above deductions with terms attached, we give (all) theterm

13 May 2008: Commutativity A B = B AA B = B A. Complement A A = UA A = {}. Idempotency A A = AA A = A. Identity A {} = AA U = A. ... N-tuples are defined in terms of the Cartesianproduct of sets. • Cartesian product:A B = {〈a,b〉 | a A,b B}.

2 Dec 2008: 1'3'7'A. -; @'. '1'3'7'A. -; 7'. '1'3'@'A. -;. '! -;. '. '1'3'7. 1. ,. # $ $ (% % / M %)? @'B' B'@'<'<'<? @'B' <'B'@'<'<? @'B' <'<'B'@'<? @'B' <'<'<'B'@. %## " $)"%. ... B' @'B'<'<'< ; @'B' <'@'B'<'< ; @'B' <'<'@'B'< ; @'B' <'<'<'@'B ; @'B' B'@'<'<'< ;

13 Nov 2008: A slightly odd (but well-formed) formula:. A(x ) ( x. B(x ) x. ... Properties: is reflexive, transitive,. and antisymmetric ((A B B A) A = B).

27 Aug 2008: The derivation! B Promotion! B! B;! B; C Contraction!B; C Cut!; Cis reduced to3 The exceptions are the cases where (L) is the (second) rule above the cut. ... B! B;! B; C Cut!;! B; C Cut!;! ; C Contraction!; Cor to the symmetric one where we cut against

27 Aug 2008: The derivation! B Promotion! B! B;! B; C Contraction!B; C Cut!; Cis reduced to3 The exceptions are the cases where (L) is the (second) rule above the cut. ... B! B;! B; C Cut!;! B; C Cut!;! ; C Contraction!; Cor to the symmetric one where we cut against

3 Mar 2008: N O M I NAT I N G A N D A P P O I N T I N G B O D I E S : A B B R ... W. R. Cornish, M (Chair), 2009; [GB] Dr S. B. Bayly, CHR, Prof.

12 Feb 2008: jj=1:length(ti). drawbox(y2(jj)c2,a,b,'r'). hold on. drawbox(y1(jj)c1c2,a/2,b,'b'). ... b'). plot([-a a],[0 0],'r','linewidth',6). hold off. axis([-1.2a 1.2a -b hc1c2b]).

13 Nov 2008: b B : (|Pre b| 1)4. F+ is irreflexive and, for all e E, the set {e′ | e′ F e} is finite5. # ... co A4 (b, b′ A : b co b′) and {e E | b A.e F b} is finite.

1 Sep 2008: r). A B, B A(r). (A B) (B A)(r). Lawrence C. ... Part of a Distributive Law. AA, BB, CA, B. B CA, B(l).