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  2. Commutativity of Multiplication

    https://www.dpmms.cam.ac.uk/~wtg10/commutative.html
    25 Nov 2002: But the map (a,b)-->(b,a) is easily seen to be a bijection between AxB and BxA, from which it follows that BxA has cardinality mn. ... If m=1 then the result is obvious, since the map (1,x)-->x is a bijection between AxB and B, B has cardinality n, and
  3. Solitary and Periodic Solutions of NonlinearNonintegrable Equations…

    www.damtp.cam.ac.uk/user/ngb23/publications/art1.pdf
    24 Sep 2002: 1y wŽ. msyj s 1q j 2 j 3 j 4 jw q5w q5w q wq b b jÝ1 2 5j1y wŽ. ... P a, d s b 2 r q b b r q b 2 r , 5.8Ž.
  4. Searching for the optimum Root-Goal path

    www-g.eng.cam.ac.uk/mmg/teaching/artificialintelligence/nonflash/problem7.htm
    31 Jan 2002: Searching for the optimum Root-Goal path. The methods of the previous section found some path between root and goal. A rather harder problem is to find the best path. For this we need to exploit the cost figures in the graph. British Museum. This
  5. Dear Mr. Körner, Sehr geehrter Herr Michael Basler, I ...

    https://www.dpmms.cam.ac.uk/~twk10/German.html
    20 May 2002: 15. p. 243, lines 6 and 9: replace "(., f((r - 1)b/N /- |B_r| (b/N)2))" by "(., f((r - 1)b/N) /- |B_r| (b/N)2)". ... the brackets are misplaced). 16. p. 247, line 6: delete "<= B b3 N(-2)" (I am not quite sure here.).
  6. LectList2002

    https://www.reporter.admin.cam.ac.uk/reporter/2002-03/special/01/p123.pdf
    23 Sep 2002: Tu. 10 (One class, week 2). PROF. B. J. HEALEgoism, pleasure and value. ... 11 (Sixteen lectures). DR R. B. B. WARDY (CL)†Plato Republic 473–535.
  7. 27 Aug 2002: xO:N"I(B B[CCFN[CjA@R[kND@5OQH5B"s ilkJFRO:BR[kCI(OQB[RDN[OQ5>5RDO:@H@]ºRDk5CR[@RFV ... Hc?5N[@5e"CBDBS@]NFRDCP¤ÌFHJIB[>?5?J@B[CSOQRR"FCB-R[OQXC=RD@Py-FVQFe"N[@B[B-R[kCuVFH5Ch¤ÇB[BD>5XOQH5¿R[kJFR-R[k5C?JCfI
  8. PII: S0079-6425(00)00016-5

    www-mech.eng.cam.ac.uk/profiles/fleck/papers/133.pdf
    16 May 2002: 4- & "4-2. 2 @ 4-8. 4-3/ 0 B-/-C 4-3. F 4-3. ... $ B3//C : % % , " " % " B83C " >! ( " ". 5B B. B CB. % " % &( B CB # //$ ,? #$. K% " %. ( K% # $. % #$ (. D % D. " % D. 4-. 454 4 6 7 /%&0 ',8'%9. %
  9. expr6newfv.dvi

    https://www.robinson.cam.ac.uk/iar1/teaching/prpaper6_2002.pdf
    31 Oct 2002: n2. (b) Let X be any random variable which takes on values 0,1,2,. ... a) Determine the equilibrium points. (b) Determine the stability of each of the equilibrium points.
  10. Solving cubic equations

    https://www.dpmms.cam.ac.uk/~wtg10/cubic.html
    25 Apr 2002: Next, we perhaps note that if b=a. 2. then we have the equation x. ... a-3t)y. 2. (b-2at3t. 2. y) c-btat. 2. t. 3. This gives us a'=a-3t and b'=b-2at3t.
  11. 27 Aug 2002: 2H0&<(?:/B?&, B>,B+:DY&H]r%3&$0XB?3&7+32H(&$0(:/B?&<:/(¤Ç 4r&<(?:/DA3., B+&,X03&$4ã98, 0152HDIH, 9?:, ;.&YL N KÇJOF4T:/B?IH,. ... 015t2H9TÚ wy (?&$B Ú9 f Æ ÚûK£ÇYO u Ç w »# È }%'&C7$, 0&Z=.2:/B)B?&<£,7"B)B+-, B>B+3&72H0-5:/B+:20-,.

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