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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

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

30 Nov 2015: 2.3 Self-adjoint differential operators 22. 2.4 Eigenfunctions and weight functions 24. ... 1)k1. ikeikθ (1.24). do in fact converge on the sawtooth function everywhere except at the discontinuity.

18 May 2015: P.H.Haynes Part II Dynamical Systems Michaelmas Term 2014 24. Theorem 6 (Lyapunov’s Second Theorem [L2]).

4 May 2015: Charney [24], Aleksandr Mikhailovich Obukhov [25],. and Ernst Kleinschmidt [26]. 1.4 Cyclone and jet structure. ... dent pioneering work of Charney [24] and Obukhov [25] and are described.

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

27 Apr 2015: e2iω. ω2(2k1). ). 24. Setting h2N1,k(ω) to zero, we obtain an asymptotic expression for the kth ‘onionpeel’.

16 May 2015: on May 16, 2015http://rsfs.royalsocietypublishing.org/Downloaded from. rsfs.royalsocietypublishing.org. ResearchCite this article: Goldstein RE, van de MeentJ-W. 2015 A physical perspective on. cytoplasmic streaming. Interface Focus 5:20150030. http:

23 Sep 2015: elifesciences.org. RESEARCH ARTICLE. Cortical microtubule nucleation canorganise the cytoskeleton of Drosophilaoocytes to define the anteroposterior axisPhilipp Khuc Trong1,2, Hélène Doerflinger3, Jörn Dunkel1,4, Daniel St Johnston3,Raymond E

5 May 2015: On the discretisation of the semiclassical Schrödinger. equation with time-dependent potential. Arieh Iserles, Karolina Kropielnicka† & Pranav Singh‡. April 30, 2015. AMS Mathematics Subject Classification: Primary 65M70, Secondary 35Q41,65L05,