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2 Feb 2020: Some care should be taken in examining? P and its dependence on step-size. ... g=B’(Z,)h(B(Z,,),.,B(Z,), u)>. where the superscript denotes an X-derivative of some degree and h is any function.

17 Nov 2020: B. Sparsity in levels and multilevel random subsampling. In order to state our main theorem we recall some basics fromcompressed sensing. ... Thenotation a. b means that there is some constant (in our case of order1 and explicit from the proof),

11 Nov 2020: It is called the magnetic length. lB =. sqB. To give you some sense for this, in a magnetic field of B = 1 Tesla, the magnetic length. ... At certain, very special values of B, we will find some number of Landau levels that.

5 Oct 2020: 2 for some a, b and c. The infor-mation contained in this Hilbert space is not carried by any local degree of freedom. ... We first fuse a and b together and,. of all the possibilities allowed by the fusion rules, we get some specific anyon i.

30 Jan 2020: for some |f〉 Hn,F. (3.52). Thus any state |b〉 Hn,B with energy En > 0 is necessarily the Q̄-transformation of somestate |f〉 Hn,F. ... A similar argument shows that any state in Hn,F with n > 0 is theQ-transformation of some state in Hn,B.

24 Feb 2020: Some ofthe most promising developments have focused on improvingdesigns to collect water from fog. ... While the multiharp designs outperformsingle-layer designs for all N, these collectors lose some of theiryield for N 6 (Figure 5B), a result that is

5 Oct 2020: Then we only. completely fill Landau levels when the magnetic field is exactly B = n0/ for some. ... In contrast, a localised state is restricted to lie in some region of space.

28 Jan 2020: mensions, whereas our variables ψa are just odd elements of some super vector space. ... Then. |B() C()| K N. for some constant K 0. Finally, let D() be the same as C(), but where the limits of the integral are and.

26 Apr 2020: Eg, in some simple methods xn = g(xn1, xn2) for some func-tion g (which is sometimes called the iteration rule). ... cn x|  2(n1)(b a)<latexit sha1_base64="xhLWClrMpIehYsnAgzK/Bi1cAtE=">A1eBGucdpe0I1PsnR0zvfn8GaM2OT5HcQ3rl77/6DnYfRo93HT/Z6T5/Nez//0dfqh

5 Oct 2020: the reasons behind it’s robustness. Indeed, some of the topological arguments in the. ... braid group. These are called non-Abelian anyons. We will discuss some examples in.