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  2. 23 24 25 26 270 0.5 1 1.5 cross-sectional ...

    www.damtp.cam.ac.uk/research/fluidshr/files/pictures/baffle.pdf
    19 Mar 2020: 23 24 25 26 270. 0.5. 1. 1.5. cross-sectional view side-view.
  3. Berry Groisman - Teaching

    www.damtp.cam.ac.uk/user/bg268/
    11 Mar 2020: Berry Groisman. Further Complex Methods - Lent 2020. (Please, keep checking this page as it will be updated throughout the course. Material is examinable unless explicitly stated otherwise.). E-1: Analytic Continuation by Taylor series: Natural
  4. 24 Jul 2020: Michael McIntyre (mem at damtp.cam.ac.uk),Silver Street, Cambridge CB3 9EW. Last updated 24 July 2020.
  5. Course: Numerical Analysis - Applied Functional and Harmonic Analysis

    www.damtp.cam.ac.uk/research/afha/lectures/Part_II_NumAn/
    23 Nov 2020: Time, location: Online. This is a Part II course in numerical analysis given in Michaelmas term 2020 that contains 24 lectures. ... Lecture 16:Lecture 17:Lecture 18:Week 7:. Lecture 19:Lecture 20:Lecture 21:Week 8:. Lecture 22:Lecture 23:Lecture
  6. Professor Nigel Weiss FRS (1936-2020)

    www.damtp.cam.ac.uk/user/gio10/now.html
    22 Jul 2020: Professor Nigel Weiss FRS (1936-2020). Nigel Weiss, who died on 24 June 2020 after a fall at his home, was born on 16 December 1936, in South Africa.
  7. DYNAMICS SIGNIFICANT FOR CHEMISTRY

    www.damtp.cam.ac.uk/user/mem/papers/ECMWF/ecmwf05.html
    9 Jan 2020: page 24 of the abovementioned Appendix III of the supplementary material for the Summer School), and in this paper with Tim Palmer written at a time when the idea was controversial.
  8. LUCIDITY PRINCIPLES supplement (index)

    www.damtp.cam.ac.uk/user/mem/papers/LHCE/lucidity-supplem-index.html
    8 Jan 2020: McIntyre 1999. Last updated 24 Oct 2016.
  9. 6 Jul 2020: action potential—which arises from nonlinear, excitabledynamics—analysis of the flashes [24] indicates a timecourse much like that of two coupled capacitors chargingand discharging on different timescales. ... exactly [24], thus enabling a global fit
  10. Hypergeometric function - series representation Claim: F (a, b; ...

    www.damtp.cam.ac.uk/user/bg268/Hypergeometric%20function%20as%20a%20series.pdf
    11 Mar 2020: Hypergeometric function - series representation. Claim:. F (a, b; c; z) =n=0. (a)n(b)n(c)n. zn. n!,. where (x)n = x(x 1).(x n 1), (x)0=1, is the Pochhammer symbol. The series is convergent in |z| < 1. The RSP at z = 1 prohibits the series
  11. 4.6 Monodromy: the reason for the logarithmic term in ...

    www.damtp.cam.ac.uk/user/bg268/Monodromy%20-%20need%20in%20log%20term.pdf
    11 Mar 2020: 4.6 Monodromy: the reason for the logarithmic term in the solution. Recall that forw′′ p(z)w′ q(z)w = 0, (1). in the vicinity of a RSP at z = 0 (WLOG - other points obtained by translation),there exist two linearly independent solutions of (1),

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