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7 Oct 2008: vv′(t). at the endpoints. (Note thatv′ can be obtained fromv using the differential equation.) Thepurpose of this paper being an introduction of a new concept,rather than of a

6 May 2008: Guided by these numbers, the vector xk1 and the new trust regionradius k1 are selected for the next iteration. ... Programming, Vol. 29, pp. 297–303. W. Sun and Y. Yuan (2006), Optimization Theory and Methods: Nonlinear Pro-gramming, Springer (New York)

11 Jul 2008: ỹ(t) = φ((t))yN , t [tN , tN1],. where is our new unknown,which evolves in the Lie algebrag. ... Func. Anal.72, 320–345. Varadarajan, V. S. (1984),Lie Groups, Lie Algebras, and their Representations, GTM 102,Springer-Verlag, New York.

13 Jun 2008: improving the design of major new urban regeneration developments; and connected cars and roads. ... In formulating new ideas, gaining the attention span of key stakeholders can be difficult.

31 Jul 2008: Soc, 66:109–114, 1969. [9] L. J. Slater. Confluent hypergeometric functions. Cambridge UniversityPress, New York, 1960. ... 10] N. M. Temme. Special functions. A Wiley-Interscience Publication.John Wiley & Sons Inc., New York, 1996.

29 Jan 2008: technique of taking up freedomin the new model by minimizing ‖Bk1Bk‖F , mentioned in the paragraph beforelast. ... Some constraints on the parameters of the new model. Qk1(xk1 d) = F (xk1) dTg.

30 Oct 2008: m, θ(m1)(c) 6= 0), andperhaps at additional points. 4 Discussion. The main purpose of this paper has been to explore asymptoticand numerical features ofa new model for composite highly ... Comput. Appl. Maths67, 95–101. Olver, F. W. J.

1 Aug 2008: steps with the plain-vanilla Filon-type method (requiring just one new functionevaluation per step!) we producebetter accuracy thanode45 with 240645 steps. ... 2000),Simulation of CommunicationSystems, Modeling, Methodology and Techniques, 2nd edn,

18 Mar 2008: Springer, New York, 2001. [19] G. V. Milovanovic. A class of polynomials orthogonal on the radial rays inthe complex plane. ... Princeton University Press, Princeton, New Jersey,1993. [23] J. A. C. Weideman and L.

10 Apr 2008: cam.ac.uk/programmes/HOP/hopw05 ). 19. [6] J.A. Cochran, Analysis of Linear Integral Equations, McGraw-Hill, New York, 1972. ... Math. 103 (2006), 643–665. [18] W. Rudin, Functional Analysis (Second Edition), McGraw-Hill, New York, 1991.