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2 Jun 2015: O.F. BANDTLOW, I. ANTONIOU and Z. SUCHANECKI "Resonances of Dynamical Systems and Fredholm-Riesz Operators on Rigged Hilbert Spaces" Computers & Mathematics with Applications 34, 95-102 (1997).

17 Feb 2017: CRITICAL SURFACE OF THE 1-2 MODEL. GEOFFREY R. GRIMMETT AND ZHONGYANG LI. Abstract. The 1-2 model on the hexagonal lattice is a model of statistical me-chanics in which each vertex is constrained to have degree either 1 or 2. Thereare three

16 Oct 2007: 250 D. Vella and H. E. Huppert. C. Upon discretizing the contour C, (3.3) gives rise to a series of Fredholm integralequations of the second kind for the unknown parts

12 Mar 2004: The Fredholm alternative theorem states that (52). has a solution only if the homogeneous problem,XNk0. ... then there would be innitely many solutions by the. Fredholm solvability theory.

19 Apr 2021: the Fredholm determinant for small fluctuations about the classical solution. However, in this case the nonzero eigenvalues cancel between bosons and.

23 Aug 2023: This. isa. spec. ific. indiv. idual’s. copy. of. the. note. s.P. lease. do. not. copy. and/or. redis. trib. ute. Mathematical Tripos: Part III PM. Contents. 0 Perturbation Methods (16 Lectures) i. 0.1 Introduction. i. 1 Algebraic Equations 1. 1.1

3 Aug 2016: Spectral theory of highly oscillatory Fredholm operators, e.g. the Fox–Li equation in both its operator-theoretic and computational aspects;.

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.

2 Nov 2018: 2011), ‘The computation of the spectra of highly. oscillatory Fredholm integral operators’, J.

28 Feb 2012: Integral equations. Fredholm equations can be approximated by a variety of techniques (Atkinson 1997).Finite differences are a popular option: thus, for example, 1. ... Another problem associated with Fredholm equations is the calculation of thespectrum