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  2. 24 Apr 2005: d( 6 Á j¤ : %'=:<> iÁ Á j¤ : %'=: 'Áª B # z zE C @EF Õ$# C! ... E. E. Õ E. Õ E. Õ. Õ. [E. [E. B #. B #. f«z Ñ / ¡ @zRDR@¤H Å zRzHzRp«$ ¢ª@HRHz ¡ ¡¡ zHªD « 4Gg2 S l %' #¤z¿ ( Á @?KJ B|DzR/ #
  3. 9 Aug 2005: $%! b%)(P3- % A "& 8$C(/$%B#."&TS %fN % B7 &N # )(.&B#.8 7G+ / %&&)(P%WPb%B&b%B!'&"#G6B&! & "# ... 7= # % &N (< %"! B7 <= # %. #b <b% 8. %BA -b%B!<'&B#.@(<b%B7bB! % 8 )($! %
  4. Algebraic Topology 2004 Example Sheet 4 1. For each ...

    https://www.dpmms.cam.ac.uk/study/II/AlgebraicTopology/2004-2005/example4.pdf
    21 May 2005: BA. B. B. B. A A D. A. DCC. AA A A. ... 3. (b) Now show that γ is an epimorphism (i.e., is surjective).
  5. 24 Apr 2005: YZ;>D?B 86 <? YA m 6 c]dJYJLaYSB 86 <? YA m 6 BED7FA]U aaBED7FA]UbaZ;PRiF 5? ... YZ;>D B B º ¢? X:<;>=J? A A? X:<;>=@? A A m 2mEC 6 c.
  6. 9 Aug 2005: N$9%9 #%>7#,- %>.- "%-. r29B!7#.- >!$&9B&B/ <B&!-B/a -.I!& 7#. -$& , ,-7#Gp! ... 213%#B>! @}(|B&B&29 s BC!,p & R7#. $.p#{S B&B&! F '- ,$7#B&.-,{S = 4$&5.
  7. an2000.dvi

    www.damtp.cam.ac.uk/user/na/NA_papers/NA2000_03.pdf
    26 Sep 2005: Let us compute the commutator of twosuch vector fields F(A,a) and F(B,b). ... Thus. [F(A,a),F(B,b). ]= F(C,c), where (C, c) = (AB BA,Ab Ba).
  8. 9 Aug 2005: YL < :k| K2 -J4)? > :B,B"E77)W(& 8-B:I; D 7? ... 7! bP : k2q5),) ) &y ,4/0? x :B,B -,)4sE: )E,B4 j H.
  9. 21 May 2005: ZWYO v b o _p_a{C?x<Y<WY{rpYd¥Wb v <WMC_c l hn >A h uWYbdxx<Y+{ } bd]Z&_]ª{Yx_Y+{_{{pp? ... oc| _a&# nÌ ¿ Â b vv br o Z| bdÒbd&<r_c] x<Y+d{bd]?
  10. 9 Aug 2005: B B 9 3 8. 3 @ 6!849 P 6 C48 35476)6 9. ... B B ( 3 8 2 6 @' 2 >=! 6!849 6 ( @ 358 2 6 @' 2 0%&' 6 358!
  11. Algebraic Topology 2004 Corrections and Clarifications Example Sheet…

    https://www.dpmms.cam.ac.uk/study/II/AlgebraicTopology/2004-2005/examplec.pdf
    21 May 2005: 8. Part (b) is incorrect: In the figure, the segments labelled A are supposed to beidentified and the segments labelled B are supposed to be identified, but theresulting segments A and ... a},{1, 2, 5}, {1, 2, 6}, {1, 3, 4}, {1, 5, 6},{2, 3, 5}, {2, 4, 6}
  12. johnson05improved.dvi

    mi.eng.cam.ac.uk/reports/svr-ftp/johnson_bmvc05.pdf
    9 Aug 2005: 6). µc =b P(c|b)b. b P(c|b)(7). σc =b P(c|b)(b µc)(b µc). ... al,. which would produce a P(w|B) as. P(w|B) b. P(w|c)P(c|B). (13).
  13. 9 Aug 2005: 32 ÕVr£«H¤e >}£»f¤>C¤Q!¤eOb£9«»Q£ª¤> n«¤>& £t_hX¤e  ¤¥ 9 »fp«H¤> >;9áb£ª£ÃCɤ> a¤QÕB¡O'b>b'C«b9¤Qb>hX¤>bbr¤Qb>Õb9 0. 4 %65-7Þ Í ... Þ 80 7 ß Þ/åß. OF« '¡Z£Q 9 M¤X¤Qb>ÕenMb¢«¤C£be >« 8< >5 )1) 8<
  14. Mich. 2005 NUMBERS AND SETS – EXAMPLES 4 IBL ...

    https://www.dpmms.cam.ac.uk/study/IA/Numbers%2BSets/2005-2006/numset42005.pdf
    23 Nov 2005: 3. The symmetric difference of sets A and B is A 4 B = (A B) (B A). ... 8. Define a relation R on N by setting aRb if a divides b or b divides a.
  15. 9 Aug 2005: B! -C :# 8!909 81>#02. / 1 / 1 / 1 / 1$ 8!9 / 1! ... 9 1 mD3!# 36011 8'! #[7n-GD1 81 8"-CB3#02:#023 UX9B 8"%$' 1 309 B< B 8;) L f&M(3(.
  16. ANALYSIS II EXAMPLES 2 Michaelmas 2004 J. M. E. ...

    https://www.dpmms.cam.ac.uk/study/IB/AnalysisII/2004-2005/an04-2.pdf
    21 May 2005: 4. Which of the following subsets of R2 are (a) open, (b) closed? ... 1. 2 ANALYSIS II EXAMPLES 2. 7. If A and B are subsets of Rn, we write A B for the set {a b : a A,b B}.
  17. 9 Aug 2005: $#%!'&)(&,#"$-#!$/0&!&! $#21! 3$#"#./4&56.7989:;!2<=$!"89#"$!(>/=89/0&$/0&89?@/!A B!CD!&$E!&"(&"B./3?0=$!F&G!'C!'&"$E1! ... b',C"YT X#%Ák Ùp:Ë ÖÞÐßÃÈdÃÕÚÖkÐ ýÅ]ÕpÍ$ÐÚÙºÕßÒÕÍ:Ê ÄÎÅt  ÐÚ Â Ç:È{Ã:É"Å]ÑÐßÐÚ
  18. ANALYSIS II EXAMPLES 2 Michaelmas 2005 J. M. E. ...

    https://www.dpmms.cam.ac.uk/study/IB/AnalysisII/2005-2006/an05-2.pdf
    4 Nov 2005: 4. Which of the following subsets of R2 are (a) open, (b) closed? ... 1. 2 ANALYSIS II EXAMPLES 2. 7. If A and B are subsets of Rn, we write A B for the set {a b : a A,b B}.
  19. 9 Aug 2005: B [ b D6D y L B S B eAR [ DYALNQcR0L B y D [4T D6BCD Q LN] D SOU l K,x. ... n0LNQkQ D y<eAT B RZ]cRZe B b D Q% eAQML B y D x ePLN]c] D M b ] 2LA[.
  20. 9 Aug 2005: 4. e[[ 3 - 4 '. ' -_. ( ('a%. c (%b_.qac 4%b'.- ' (_. ( '. b _.' 4%b'.b ' b_. ( {. ... 8'>'] J<?mh h'3 ue 4c. c ' c.5- ( {. '. {e[[ 3 4%b'.b ' b'.5 ( {. {. c. v e ]35Na,4' 2 ljt' e 35lL e 3 e f <? 2 {[ <
  21. Complex analysis exercises 2Sophia Demoulini Lent 2005 1. Consider ...

    https://www.dpmms.cam.ac.uk/study/IB/ComplexAnalysis/2004-2005/exercises2.pdf
    21 May 2005: Every continuous function on a compact interval [a,b] can be uniformly approximated bypolynomials (Weierstrass’ theorem). ... 12. Let B = B(0, 1) denote the open unit disc, C = C(0, 1) the unit circle and D the set{z C | |z| > 1}.

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