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9 Nov 2015: We have (P 1)K = 24 equa-tions for K(K 1)/2 = 28 unknowns. ... Dj,k = 0 for |k j| 6. There remain 25 unknowns for the 24 equations.

4 Oct 2015: This new vibrational modes are called surface phononsdue to their localisation at the surface [24–26]. ... m & N µ(A1W1) s log(N), (24). in order to guaranty successful recovery with high probability, where µ(B) = max1i,jN |Bi,j|2.

10 Jul 2015: Model-based [5], TurboAMP [24], Bayesian CS [14] etc.), simply by using structured sampling and. ... arXiv:1406.4178, 2014. [24] S. Som and P. Schniter. Compressive imaging using approximate message passing and a markov-tree prior.

4 Oct 2015: This new vibrational modes are called surface phononsdue to their localisation at the surface [24–26]. ... m & N µ(A1W1) s log(N), (24). in order to guaranty successful recovery with high probability, where µ(B) = max1i,jN |Bi,j|2.

17 Dec 2015: 2. ) f(x′). ], (2.24). preserving all quartic Hamiltonians.We note that (2.22) has second order accuracy.

8 Nov 2015: RTkz RTz‖2 ‖R(Tkz) R(Tz)‖2 p(Tk z,T z)2. 8δ̂(Tk z,T z)2. 24(1 |z|2)2δ̂(Tk,T)2. ... ζ(z)2 ζ̃2k(z)| C. 24(1 |z|2)δ̂(Tk,T). (5.4). If z σ(T) then at least one of ‖R(Tz)‖ and ‖R(Tz)‖ is equal

8 Nov 2015: RTkz RTz‖2 ‖R(Tkz) R(Tz)‖2 p(Tk z,T z)2. 8δ̂(Tk z,T z)2. 24(1 |z|2)2δ̂(Tk,T)2. ... ζ(z)2 ζ̃2k(z)| C. 24(1 |z|2)δ̂(Tk,T). (5.4). If z σ(T) then at least one of ‖R(Tz)‖ and ‖R(Tz)‖ is equal

10 Jul 2015: On the absence of the RIP in real-world applications ofcompressed sensing and the RIP in levels. Alexander BastounisCCA, Centre for Mathematical Sciences. University of CambridgeWilberforce Rd, Cambridge CB3 0WA. United Kingdom. Anders C. HansenDAMTP

28 Sep 2015: 24. Cop. yrig. ht. 201. 5 U. nive. rsity. of C.

3 Apr 2015: Numerical stability in the presence of variable. coefficients. Ernst Hairer. Section de mathématiquesUniversité de Genève. Email: Ernst.Hairer@unige.ch. Arieh Iserles. Department of Applied Mathematics and Theoretical PhysicsCentre for