Journal of computational and applied mathematics

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  Año 2002, Número 1

  • Seleccionado

    Schrödinger operators with slowly decaying potentials

    Jiban Nath, E.B. Davies

    págs. 1-28

    
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    Kramer analytic kernels and first-order boundary value problems

    Anthippi Poulkou, W.N. Everitt

    págs. 29-47

    
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    Analytic continuation and resonance-free regions for Sturm–Liouville potentials with power decay

    B.M. Brown, M.S.P. Eastham

    págs. 49-63

    
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    Counting and computing eigenvalues of left-definite Sturm–Liouville problems

    Marco Marletta, Anton Zettl

    págs. 65-75

    
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    On the location of the least point of the essential spectrum

    Don Hinton

    págs. 77-89

    
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    Existence of resonances in magnetic scattering

    Michael Hitrik

    págs. 91-97

    
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    An inverse problem for Hamiltonian systems

    Ian W. Knowles

    págs. 99-113

    
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    A local Borg–Marchenko theorem for complex potentials

    R. Weikard, R.A. Peacock, B.M. Brown

    págs. 115-131

    
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    The spectral minimum for random displacement models

    Jason Lott, Günter Stolz

    págs. 133-146

    
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    Sturm–Liouville problems with boundary conditions rationally dependent on the eigenparameter, II

    Bruce A. Watson, Paul A. Binding, Patrick J. Browne

    págs. 147-168

    
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    Eigenvalues in gaps of perturbed periodic Dirac operators: numerical evidence

    Karl Michael Schmidt

    págs. 169-181

    
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    Computing eigenvalues and Fučik-spectrum of the radially symmetric <f>p</f>-Laplacian

    B.M. Brown, W. Reichel

    págs. 183-211

    
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    Legendre polynomials, Legendre–Stirling numbers, and the left-definite spectral analysis of the Legendre differential expression

    L.L. Littlejohn, R. Wellman, W.N. Everitt

    págs. 213-238

    
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    On the spectral properties of the Brown–Ravenhall operator

    W.D. Evans, A.A. Balinsky

    págs. 239-255

    
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    A limit point criterion with applications to nonselfadjoint equations

    B.M. Brown, C. Bennewitz

    págs. 257-265

    
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    Spectral properties of a differential system

    Andreas Fischer, Horst Behncke

    págs. 267-285

    
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    The spectrum of differential operators with almost constant coefficients II

    Horst Behncke

    págs. 287-305

    
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    Value distribution and spectral theory of Schrödinger operators with <f>L<sup>2</sup></f>-sparse potentials

    James D.E. Grant, D.B. Pearson, S.V. Breimesser

    págs. 307-322