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  2. QUASIRANDOM GROUPS W. T. Gowers Abstract. Babai and Sos ...

    https://www.dpmms.cam.ac.uk/~wtg10/quasirandomgroups.pdf
    22 Oct 2006: Then there exist a A, b B and c C with ab = c.In particular, this is true if all of A, B and C have size greater than 2n8/9. ... Equivalently, there exist a A and b B suchthat ab = c, as claimed.
  3. 8 Nov 2006: 4O:=<CKI@asgD6m{¡MO<>MK?b |7| IU6 J8;:U47L :@JMnMOD:@J¢{0:[ADIPM<=8;:ib |j b |g Sh,£?b | b |g SG[ADIPMub |7|; VT:iU6 J8;:U47L ... B64u<CKC º 1 jsgD6m{MO<>Mub |7|; U6 J8;:U47L :@I@G}<JDWWD:UMO:U47[tJD:nKMOIkCK[tKM@» t4O:=<ChJAD[aV :4ubvea¿>b b b d
  4. 31 Jan 2006: O. é{ê_êcë¥ìë¢íî_ïðKñzò_óôìë¢íî_ôOO WZnWYXZY}YwXr|.qRqXERq}fYasd eYfvWYX> ][w >qWYXmO KKI|.0X}d efpcv ][w nKRaWhX}uowuqRqusoaZnÝ 4e|Yd ef_o{uY4Rx[w RqdQWs dexXr >XuRqvr_b.
  5. PII: 0377-0273(82)90062-2

    www.itg.cam.ac.uk/people/heh/Paper48.pdf
    27 Apr 2006: o c k e d b y r u b b l e a n d previous- ly c o o l e d lava. ... p a n d s t o f o r m t h e r u b b l y surface.
  6. D-Branes in Field Theory

    www.damtp.cam.ac.uk/user/tong/talks/cstring.pdf
    12 May 2006: trivially embed this in the non-abelian theory. B= B?0.( 0( ((q =q? ... B? q? SU(N)diag/SU(N 1) U(1) = CPN1. Simple Idea:. The strings can miss each other in the internal space.
  7. Shocking, the slow changes inHKM’s thin coat by HKM2 ...

    www.damtp.cam.ac.uk/user/hinch/talks/hkm3.pdf
    23 May 2006: Secularity condition – resonant sin(θ τ ) and cos(θ τ ). d. dT. (. A. B. ). =. (. a b. b a. )(. ... A. B. ). where. a = 81α/(1 144α2) and b = 3(5 72α2)/2(1 144α2).
  8. 15 Sep 2006: Finally (1) and (4) can be written. d r b 4/3 _,d t b b I b b - b •. Equations (8)-(l 1) describe the heat transfer and melting process ... a). 50 100. b). 100. c). 50 100. TIME (yrs). F I G.
  9. p6.dvi

    https://www.robinson.cam.ac.uk/iar1/teaching/p2apaper6_2006.pdf
    28 Nov 2006: limx. µx2 1. x 1ax b. = 0,. what should a and b be? ... c) Find a basis for Null(A) and Col(A). (d) Find a basis for the following set B = {b R4 | Ax = b has nosolution}.
  10. THE HIGHER SECANT VARIETIES OFAN ELLIPTIC NORMAL CURVE TOM ...

    https://www.dpmms.cam.ac.uk/~taf1000/papers/hsecenc.pdf
    1 Jun 2006: A A A (1 A) and A (1 A) =. (ii) |A| = min{|B| : A B (1 B)}.(iii) |A| = max{|B| : B A,B (1 B) = }. Proof: (i) We may assume ... B : B Z/nZ, |B| = r 1,B (1 B) = }. In particular I(SecrΓn) is generated by a space of (r 1)-ics of dimen-sion β(r 1,n).
  11. 19 Apr 2006: F! a! TS- '4( );V! (Y C( E5[- M(&? 3$ (49 P#-# -;9!9]%& W5[- ; ) Ea'-'; UG4?3$ )9&$ B ; B- t%3 ,:E# ;! 5- t(&$7C0:; P B 'RS! ... G. u= K G %' àõö>øEàù ú»s6ø 6þC.ø?»ý ø @2& B B- u 7:>- ra%. (&
  12. PII: S0022-0248(99)00456-X

    www.itg.cam.ac.uk/people/grae/42.pdf
    26 Apr 2006: where. B"B(j, hi)"! hi. Jpej2@4erf(j/2). (35). Eq. (34) is the transcendental equation determin-ing the eigenvalue j. ... Since gH is independent ofhiand B is expressed in closed form, we can calcu-.
  13. Cambridge University Reporter, Officers Number 2006: Part I:…

    https://www.reporter.admin.cam.ac.uk/reporter/2006-07/special/04/officers_2006_i.pdf
    1 Nov 2006: C. KENNICUTTAstronomy and Geometry, Lowndean 2000 B. J. TOTAROAstrophysical Fluid Dynamics 2000 M. ... C. WOOD, GAncient Philosophy 2001 R. B. B. WARDY, CTHApplied Economics 2002 J.
  14. 19 Apr 2006: #"%$$&' () ,.-.&/ 010 "%$$& 243 56 789 #:;,=<>;,@?" "'. A B!CEDGFIHKJ L=MNFPOQCSRTFIUVBWOTUVB!XYBZD[FM]T_TO BaDGFIBcbdUeJ fUgDh_ikjmlgDh_QCnB. ... Pea37fR$OaqPea4o4WdR$oBbBPeoq¢oqW)F,x;x'GF
  15. The same continued (4C). Th. 10 The same continued ...

    https://www.reporter.admin.cam.ac.uk/reporter/2006-07/special/01/pdfs/classics.pdf
    25 Sep 2006: 10. DR R. B. B. WARDYHellenistic and Roman Philosophy: knowledge. and fate (8L, weeks 1–4). ... 5–8). GROUP BCourse Directors:B1: Dr R. B. B. WardyB2: Prof. M.
  16. Analysis II Example Sheet 2 Michaelmas 2006 MJW Corrections ...

    https://www.dpmms.cam.ac.uk/study/IB/AnalysisII/2006-2007/ex2.pdf
    27 Oct 2006: 0|f| a normed space? 3. Which of the following subsets of R2 are (a) open, (b) closed? ... Show that there exist disjoint closed subsets A, B of R (or R2 if you prefer) withd(A, B) = 0.
  17. Testing Equivalence of Ternary Cubics Tom Fisher University of ...

    https://www.dpmms.cam.ac.uk/~taf1000/papers/testeqtc.pdf
    12 Apr 2006: We nd σ(A) = sign(σ)A and σ(B) = B forall σ S3. ... The only non-trivial subgroups of 〈a,b〉, not containing I2, are the conjugatesof 〈b〉.
  18. Science Magazine

    www-vendruscolo.ch.cam.ac.uk/vendruscolo06.pdf
    21 Dec 2006: B C. B. B. C. C. A. A. A. A free-energy channel model for enzymatic behavior. ... Kay, Science 312, 224 (2006). 6. K. Lindorff-Larsen, R. B. Best, M.
  19. IntroductionThe endosomal system functions as an internal…

    https://www2.mrc-lmb.cam.ac.uk/groups/hmm/publica/SNX2Cullen2005.pdf
    17 Jan 2006: 5A,B). Furthermore,there was a clear enrichment of endogenous SNX2 on SNX1. ... J. Cell Sci. 115, 3889-3900. Carlton, J. G., Bujny, M. V., Peter, B.
  20. N13LBa.dvi

    www.damtp.cam.ac.uk/user/rrh/notes/N13LBa.pdf
    22 May 2006: b) Multiplication by a scalar. Let A and B be n m matrices. ... Then by construction we clearly have. b (b c) =. i.
  21. 30 May 2006: b P 2 b FIGURE 1. Finite obstacle in seini-infinite, stratified flow. ... The most interesting special cases are given by. A , = 4 h 2 ( A / 2 m ) ( l o g ( 4 h / b ) - 1}OO(b21og(h/b)} (b/hO) (A 7 ) and.

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