ÈÍÔÎÐÌÀÖÈÎÍÍÛÉ ÁÞËËÅÒÅÍÜ "ÑÒÀÒÜÈ" N.28 23.07.01. Ñ 133.2à ÍÅËÈÍÅÉÍÛÅ ÓÐÀÂÍÅÍÈß ÌÀÒÅÌÀÒÈ×ÅÑÊÎÉ ÔÈÇÈÊÈ, ÑÎËÈÒÎÍÛ. 1. Abbas A. Does Skyrme Model Give a Consistent Description of Hadrons? //Phys. Lett.B. - 2001.- v.503, N.1,2. - p.81-84. - Bibliogr.:12. 2. Camassa R., Zenchuk A.I. On the Initial Value Problem for a Completely Integrable Shallow Water Wave Equation. //Phys. Lett.A. - 2001.- v.281, N.1. - p.26-33. - Bibliogr.:17. 3. Chou K.-S., Qu C.-Z. Generalized Conditional Symmetries of Nonlinear Differential-Difference Equations. //Phys. Lett.A. - 2001.- v.280, N.5,6. - p.303-308. - Bibliogr.:26. 4. Cornalba L. Tachyon Condensation in Large Magnetic Fields with Background Independent String Field Theory. //Phys. Lett.B. - 2001.- v.504, N.1,2. - p.55-60. - Bibliogr.:25. 5. Ferreira L.A., Guillen J.S. Infinite Symmetries in the Skyrme Model. //Phys. Lett.B. - 2001.- v.504, N.1,2. - p.195-200. - Bibliogr.:16. 6. Korff C. 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