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Showing 10 out of a total of 18 results.
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Stable Multicolor Periodic-Wave Arrays
Kartashov Y.V.
;
Egorov A.A.
;
Zelenina A.S.
;
Vysloukh V.A.
;
Torner L.
(
2004
)
Stable soliton complexes and azimuthal switching in modulated Bessel optical lattices
Kartashov Y.V.
;
Egorov A.A.
;
Vysloukh V.A.
;
Torner L.
(
2004
)
Stabilization of one-dimensional periodic waves by saturation of the nonlinear response
Kartashov Y.V.
;
Egorov A.A.
;
Zelenina A.S.
;
Vysloukh V.A.
;
Torner L.
(
2003
)
Stability analysis of (1+1)-dimensional cenoidal waves in media with cubic nonlinearity
Kartashov Y.V.
;
Aleshkevich V.A.
;
Vysloukh V.A.
;
Egorov A.A.
;
Zelenina A.S.
(
2003
)
Stable Multicolor Periodic-Wave Arrays
Kartashov Y.V.
;
Egorov A.A.
;
Zelenina A.S.
;
Vysloukh V.A.
;
Torner L.
(
2004
)
Rotary dipole-mode solitons in Bessel optical lattices
Kartashov Y.V.
;
Egorov A.A.
;
Vysloukh V.A.
;
Torner L.
(
2004
)
Metastability of dark snoidal-type waves in quadratic nonlinear media
Kartashov Y.V.
;
Egorov A.A.
;
Zelenina A.S.
;
Vysloukh V.A.
;
Torner L.
(
2003
)
Stability analysis of [Formula presented]-dimensional cnoidal waves in media with cubic nonlinearity
Kartashov Y.V.
;
Aleshkevich V.A.
;
Vysloukh V.A.
;
Egorov A.A.
;
Zelenina A.S.
(
2003
)
Stable soliton complexes and azimuthal switching in modulated Bessel optical lattices
Kartashov Y.V.
;
Egorov A.A.
;
Vysloukh V.A.
;
Torner L.
(
2004
)
Stable periodic waves supported by competing cubic-quintic nonlinearity
Kartashov Y.V.
;
Vysloukh V.A.
;
Egorov A.A.
;
Zelenina A.S.
(
2004
)
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Egorov A.A. (18)
Kartashov Y.V. (18)
Vysloukh V.A. (18)
Torner L. (12)
Zelenina A.S. (12)
Aleshkevich V.A. (5)
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2004 (7)
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