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26 Jan 2017: NA2009/03: Hermann Brunner, Arieh Iserles & Syvert Nørsett, "The computation of the spectra of highly oscillatory Fredholm integral operators". ... NA2008/05: Hermann Brunner, Arieh Iserles & Syvert Nørsett, "The spectral problem for a class of highly

14 Jul 2024: 2883. (doi: 10.1214/11-aos924). The computation of the spectra of highly oscillatory fredholm integral operators. ... H Brunner, A Iserles, SP Norsett. – Journal of Integral Equations and Applications.

14 Jul 2024: 2009). 2,. 1129. (doi: 10.1137/080728548). The spectral problem for a class of highly oscillatory Fredholm integral operators.

30 Nov 2009: Spectra of highly oscillatory Fredholm integral operators 15. =. 1. 1Pm(x) cos ωxdx. ... Spectra of highly oscillatory Fredholm integral operators 29. 3.5 Large-n asymptotics.

22 Feb 2024: H. Brunner, A. Iserles & S. Nørsett, "The computation of the spectra of highly oscillatory Fredholm integral operators", J. ... Nørsett, "The spectral problem for a class of highly oscillatory Fredholm differential equations" IMA J.

10 Apr 2008: The spectral problem for a class of highly oscillatory. Fredholm integral operators. ... It will beseen in Section 4.1 that this asymptotic property remains true for the integral equation (1.4)with general highly oscillatory Fredholm operator (1.2–3);

2 Nov 2018: Spectral computation of highly oscillatory integral equations. in laser theory. Jing GAO. ... 2011), ‘The computation of the spectra of highly. oscillatory Fredholm integral operators’, J.

6 Dec 2020: The class 1 is of course a highly desired class, however, most spectral problems are much higher in thehierarchy. ... σess(T) = {z C : T zI is not Fredholm}, ress(T) = sup{|z| : z σess(T)}.

29 Jan 2019: The class 1 is of course a highly desired class, however, non-trivial spectral problems are higher up inthe hierarchy. ... σess(T) = {z C : T zI is not Fredholm}, ress(T) = sup{|z| : z σess(T)}.