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3 Aug 2016: Spectral theory of highly oscillatory Fredholm operators, e.g. the Fox–Li equation in both its operator-theoretic and computational aspects;. ... Highly oscillatory integrals in one or more dimensions, their theory, asymptotic expansion and quadrature

2 Jun 2024: The computation of the spectra of highly oscillatory Fredholm integral operators.

26 Mar 2011: Iserles, and S. P. Nørsett, The spectral problem for a class ofhighly oscillatory Fredholm integral equations. ... P. Nørsett, The computation of the spectra ofhighly oscillatory Fredholm integral operators.

dress an important and challenging set of problems: computation of Fredholm and Volterra. ... of highly oscillatory integrals, yet did the latter with mostly ad hoc methods, while another.

17 Mar 2010: Nørsett, The spectral problem for a classof highly oscillatory Fredholm differential equations. ... P. Nørsett, The computation of the spectra ofhighly oscillatory Fredholm integral operators.

2 Nov 2018: is non-oscillatory, therefore the asymptotic decay is govern by a univariate oscillatory. ... 2011), ‘The computation of the spectra of highly. oscillatory Fredholm integral operators’, J.

21 Sep 2005: Highly oscillatory quadrature: The story so far. A. Iserles1, S.P. Nørsett2, and S. ... Evenmore ambitious goal is the analysis of highly oscillatory Fredholm equationsof the second kind.

6 Dec 2020: However, wewould like to highlight the recent work by Bögli, Brown, Marletta, Tretter & Wagenhofer [13] who wereable to computationally confirm, with absolute certainty, a conjecture on a certain oscillatory behaviour ofhigher ... σess(T) = {z C : T

29 Jan 2019: However, wewould like to highlight the recent work by Bögli, Brown, Marletta, Tretter & Wagenhofer [13] who wereable to computationally confirm, with absolute certainty, a conjecture on a certain oscillatory behaviour ofhigher ... σess(T) = {z C : T