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1 Sep 2011: with K. Scherer). New upper bound for the B-spline basis condition number II. ... with K. Scherer). New upper bound for the B-spline basis condition number,.

1 Sep 2011: New upper bound for the B-spline basiscondition numberK. SchererInstitut fur Angewandte Mathematik, Universitat Bonn, 53115 Bonn, GermanyandA. ... A survey, in ApproximationTheory II" (G.G.Lorentz et al, Eds.), pp. 1-49, Academic Press, New York, 1976.[4]

31 Mar 2011: New residential areas should include some workshop spaces attached to homes, to facilitate homeworking. ... If excluded from new community they would require additional support at a cost. •

1 Sep 2011: G. Law and B. N. Sahney, Eds.), pp.120{145,Academic Press, New York, 1976.[B3] C. ... Scherer, A. Yu. Shadrin, New upper bound for the B-spline basis conditionnumber I, East J.

1 Sep 2011: x7 containsome new results.

26 Mar 2011: New York J. Math. 16(2010), 539–561. [5] A. Böttcher, S. Grudsky, D. ... Silbermann, Analysis of Toeplitz Operators. 2nd edition,Springer-Verlag, Berlin, Heidelberg, New York, 2006.

18 Mar 2011: 3 Few examples. It is a sound policy to try any new computational tool on a number of examples:although general theory assures us of the efficacy of our approach, numerical

22 Nov 2011: In [2], [7] a new approach, generalized sampling (GS), wasintroduced as an alternative to consistent reconstructions. ... Fortunately, the new techniqueof sem-random subsampling, which we introduce in the nextsection, circumvents this barrier.

25 Nov 2011: November 25, 2011. Abstract. We explore new asymptotic-numeric solvers for partial differential equationswith highly oscillatory forcing terms. ... Num. Anal. 28, 862–887. John, F. (1982), Partial Differential Equations, Springer-Verlag, New York.

13 Apr 2011: t=xkdk being that the new value is. always included in the interpolation conditions (1.6) on Qk1. ... new. The three different forms of F, mentioned in Section 1, are givenbelow.

1 Sep 2011: G. Lorentz, Ed.), pp. 269{276, Acad. Pres, New York, 1973.[B3] C. ... G. Law and B. N. Sahney, Eds.), pp.120{145, AcademicPress, New York, 1976.[B5] C.

13 Aug 2011: 2009a), it serves as a valuable warm-up exercise and allows usto introduce a raft of new concepts and notation – indeed, to sketch a newparadigm for the numerical discretization of highly

23 Sep 2011: Then y. iwas the new interpolation point xd of the -th iteration, for. ... Thus a “beta”step can cause the new sum Γk1 =. ni=1 ‖yi y.

3 Dec 2011: Hansen † Evelyn Herrholz ‡ Gerd Teschke‡. Abstract. Generalized sampling is new framework for sampling and reconstruction in infinite-dimensionalHilbert spaces. ... 2.3 The new approachTo compensate for the problems that consistent reconstructions

1 Sep 2011: technique for k = 3 and p = obtaining ananalogue of (1.2), but it became clear that, for general k N, new ideas are required. ... M. Cwikel, J. Peetre, Y. Sagher, and H. Wallin(Lecture Notes in Mathematics, Springer, New York/Berlin, 1988), pp.

1 Sep 2011: for every subsequent new case of Theorem 2, we use some symbols F, f,f1, f2, etc., from the previous notation, for the functions that dier from case to case.We ... Theory,Lorentz, G.G., Ed., New York: Academic Press, 1973, pp. 269{276.2. De Boor, C., On

22 Nov 2011: Thisgeneralizes a result proved recently for piecewise Legendre polynomials. The method developed in this paper is part of new numerical framework for sampling and reconstruc-tion in abstract Hilbert spaces, known ... Introduced by D. Gottlieb et al [35],

1 Sep 2011: However, further extensions ofboth methods, even to the majorants (1x2)m/2, are hardly possible, and that was our motivationfor searching a new method. ... 2.2 New results. Definition 2.1 Denote by the class of polynomials ω such that.

2 Nov 2011: So, why do we get such a great result with this new approach? ... We shall present further numerical examples illustratingthe effectiveness of this new approach in 8.

1 Sep 2011: New postal address: DAMTP. Cambridge University. Silver Street. Cambridge CB3 9EW. ... England. new e-mail: a.shadrin@damtp.cam.ac.uk. Abstract. We prove that the L-norm of the L2-projector P onto the spline space Sk() is boundedindependently of the