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Articles in books: |
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D.E. Pelinovsky,
Project for Section 16.2 "Instabilities of numerical methods" (pp. xxxii-xxxiii)
D.G. Zill and M.R. Cullen "Advanced Engineering Mathematics", 3rd Edition
(Jones and Bartlett, Boston) (2006)
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Invited articles: |
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A.S. Desyatnikov, D.E. Pelinovsky, and J. Yang,
Multi-component vortex solutions in symmetrically coupled nonlinear
Schrodinger equations, Journal of Mathematical Sciences 151,
3091-3111 (2008) [Russian edition:
Fundamental'naya i Prikladnaya Matematika (Fundamental and Applied Mathematics)
12, 35-63 (2006)]
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Regular articles: |
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M. Chugunova and D. Pelinovsky,
Block-diagonalization of the symmetric first-order
coupled-mode system, SIAM Journal of Applied Dynamical Systems
5, 66-83 (2006)
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S. Cuccagna, E. Kirr, and D. Pelinovsky,
Parametric resonance of ground states in the nonlinear
Schrodinger equation,
J. Diff. Eqs. 220,
85-120 (2006)
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B. Deconinck, D. Pelinovsky, and J.D. Carter,
Transverse instabilities of deep-water solitary waves,
Proceedings of the Royal Society A 462,
2039-2061 (2006)
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G. Iooss and D.E. Pelinovsky,
Normal form for travelling kinks in discrete Klein-Gordon lattices,
Physica D 216,
327-345 (2006)
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P.G. Kevrekidis and D.E. Pelinovsky,
Discrete vector on-site vortices,
Proceedings of the Royal Society A 462,
2671-2694 (2006)
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P.G. Kevrekidis, D. Pelinovsky, and A. Stefanov,
Nonlinearity management in higher dimensions,
J.Phys. A: Math. Gen. 39,
479-488 (2006)
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M. Klaus, D.E. Pelinovsky, and V.M. Rothos,
Evans function for Lax operators with algebraically
decaying potentials,
Journal of Nonlinear Science 16,
1-44 (2006)
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O.F. Oxtoby, D.E. Pelinovsky, and I.V. Barashenkov,
Travelling kinks in discrete phi-4 models,
Nonlinearity 19,
217-235 (2006)
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D. Pelinovsky,
Translationally invariant nonlinear Schrodinger lattices,
Nonlinearity 19,
2695-2716 (2006)
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M. Porter, M. Chugunova, and D. Pelinovsky,
Feshbach resonance management of Bose-Einstein condensates in
optical lattices,
Physical Review E 74,
036610 (2006)
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A. Tovbis and D. Pelinovsky,
Exact conditions for existence of homoclinic orbits in the fifth-order
KdV model,
Nonlinearity 19,
2277-2312 (2006)
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V. Vougalter and D. Pelinovsky,
Eigenvalues of zero energy in the linearized
NLS problem,
Journal of Mathematical Physics 47,
062701 (2006)
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