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2 Feb 2020: u,(O) = u(O) = v,(O) = v2(0) = 0. (24). What follows is concerned, not with the general fourth moment at zr but rather with quantities involving intensities at two points

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),

5 Oct 2020: i=1. |i|2 (3.24). The corrected plasma partition function is then. Z Yd2zi e. ... precisely by the partition function with energy (3.24) and hence has no dependence.

30 Jan 2020: η̄k1|eτ H(ˆ̄ψ,ψ̂)|ηk〉 = eτ H(η̄k,ηk) 〈η̄k1|ηk〉 = eτ H(η̄k1,ηk) eη̄k1ηk. (3.24).

17 Nov 2020: For example, we. have. m2K+. m2K0. m2. =mu mdmu md. (5.24). ... corrections, we can generalise (5.24) to. (m2K m2K0) (m2 m20). m20.

2 Feb 2020: 2n. ) γ. (24). 9. Provided the data is sufficiently well-resolved, we can use the assumption of continuity to resolveany phase ambiguities arising from this expression. ... 24] Michele D’Urso, Kamal Belkebir, Lorenzo Crocco, Tommaso Isernia, and

4 Feb 2020: 24). Expanding the se•nd exponential on the right, we finally obtain.

23 Nov 2020: Numerical Analysis - Part II. Anders C. Hansen. Lecture 24. 1 / 25. ... 24 / 25. Single shifts. A good approximation sk = (Ak )nn to the eigenvalue λs generateseven better approximation of sk1 = (Ak1)nn to λs , andconvergence is accelerating at a

4 Feb 2020: Article history:. Received 4 June 2009. Received in revised form. 24 August 2009. ... 8.0. 10.0. 12.0. 14.0. 16.0. 18.0. 20.0. 22.0. 24.0. 26.0. 28.0.

8 Nov 2020: 4i. 1 log. i. 2UV. iv2. (7.24). where, to reach the second line, we’ve Taylor expanded in /2UV. , ... 2. This is the same kind of integral that we met in (7.24) when solving the 2d CPN1.