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  2. 25 Feb 2016: 20. Imagine there are a 100 people in line to board a plane that seats 100.
  3. 7 Mar 2016: The lastmay be expressed (by classical results of Kasteleyn [7, 8], Fisher [3], and Temperleyand Fisher [20]) as Pfaffians of certain antisymmetric matrices. ... Inform.Th. 54 (2008), 2179–2195. [20] H. N. V. Temperley and M.
  4. O.dvi

    www.statslab.cam.ac.uk/~rrw1/opt/O2up.pdf
    10 May 2016: 18. 5.2 The simplex algorithm. 20. i. 6 The Simplex Tableau 226.1 Choice of pivot column. ... 20. 6 The Simplex Tableau. 6.1 Choice of pivot column. We might have chosen the first pivot as a12 which would have resulted in.
  5. 15 Mar 2016: 174.2 The dual simplex method. 194.3 Gomory’s cutting plane method. 20. ... 88. 20 Social Choice 9220.1 Social welfare functions. 9220.2 Social choice functions.
  6. Butlletí de la Societat Catalana de MatemàtiquesVol. 31, núm. ...

    www.statslab.cam.ac.uk/~nickl/Site/__files/evaristcat.pdf
    28 Oct 2016: Pàg. 5–29. DOI: 10.2436/20.2002.01.64. L’obra matemàtica d’Evarist Giné. Vladimir Koltchinskii, Richard Nickl, Sara van de Geer i Jon A. ... Trans. Amer. Math. Soc., 248 (1) (1979),105–119. 20 Vladimir Koltchinskii, Richard Nickl, Sara van de
  7. 8 Mar 2016: 20. 5.5 Example: optimal parking. 21. 6 Optimal Stopping Problems 22. ... 20. 5.5 Example: optimal parking. A driver is looking for a parking space on the way to his destination.
  8. Sensitivity of mixing times in Eulerian digraphs Lucas Boczkowski ...

    www.statslab.cam.ac.uk/~ps422/rw-directed-graphs.pdf
    23 Mar 2016: This completes the proof. 20. Lemma 3.12. For all x,y and all times t [n3/2. ... and hence this implies that d(t) (c2 1) (1 c1). Using (3.20) and Lemma 3.13 now provesthat tunif.
  9. 14 Jan 2016: 20. Theorem 4.3. Let K be a compact H-hull and set H = H K.
  10. book.dvi

    www.statslab.cam.ac.uk/~frank/STOCHNET/LNSN_corr/book.pdf
    14 May 2016: C. 20 Markov chains. Thus. P(an arriving call is lost) = πM1(C) <πM (C);.
  11. STOCHASTIC CALCULUS JASON MILLER Contents Preface 11. Introduction…

    www.statslab.cam.ac.uk/~jpm205/teaching/lent2016/lecture_notes.pdf
    18 Mar 2016: 20 JASON MILLER. 4. Stochastic calculus. 4.1. Ito’s formula. Theorem 4.1 (Integration by parts).

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