Reports 2011

NA2011/17
B. Adcock, A. C. Hansen, E. Herrholz & G. Teschke
"Generalized sampling: extension to frames and inverse and ill-posed problems"

NA2011/16
M.J.D. Powell
"The Lagrange method and SAO with bounds on the dual variables"

NA2011/15
A. Iserles & K. Kropielnicka
"Effective approximation for linear time-dependent Schrödinger equation"
Superseded by NA2012_05

NA2011/14
S. Altinbasak, M. Condon, A. Deaño & A. Iserles
"Highly oscillatory diffusion-type equations"

NA2011/13
B. Adcock, A. C. Hansen, E. Herrholz & G. Teschke
"Generalized sampling, infinite-dimensional compressed sensing, and semi-random sampling for asymptotically incoherent dictionaries"

NA2011/12
B. Adcock & A. C. Hansen
"Generalized sampling and the stable and accurate reconstruction of piecewise analytic functions from their Fourier coefficients"

NA2011/11
M. Condon, A. Deaño, J. Gao & A. Iserles
"Asymptotic solvers for ordinary differential equations with multiple frequencies"

NA2011/10
B. Adcock & A. C. Hansen & C. Poon
"Beyond consistent reconstructions: optimality and sharp bounds for generalized sampling, and application to the uniform resampling problem"

NA2011/09
M. J. Cantero & A. Iserles
"On a curious q-hypergeometric identity"

NA2011/08
M. J. Cantero & A. Iserles
"Orthogonal polynomials on the unit circle and functional-differential equations"

NA2011/07
M. Condon, A. Deaño & A. Iserles
"A new simulation technique for RF oscillators"

NA2011/06
A. Boettcher, S. Grudsky & A. Iserles
"The Fox-Li operator as a test and a spur for Wiener-Hopf theory"

NA2011/05
M. J. Cantero & A. Iserles
"On expansions in orthogonal polynomials"

NA2011/04
M. J. Cantero & A. Iserles
"On rapid computation of expansions in ultraspherical polynomials"

NA2011/03
M. Condon, A. Deaño, A. Iserles & K. Kropielnicka
"Efficient computation of delay differential equations with highly oscillatory terms"

NA2011/02
B. Adcock & A. C. Hansen
"Generalized sampling and infinite dimensional compressed sensing"

NA2011/01
M.J.D. Powell
"On the convergence of trust region algorithms for unconstrained minimization without derivatives"