I. M. Krichever Methods of algebraic geometry in the theory of non-linear equations

[1] C. Gardner, J. Green, M. Kruskal, R. Miura, “A method for solving the Korteweg-de Vries equation”, Phys. Rev. Lett., 19 (1967), 1095–1098 ads [2] P. D. Laks, “Integraly nelineinykh uravnenii evolyutsii i uedinennye volny”, Matematika, 13:5 (1969), 128–150 [3] V.E. Zakharov, L.D. Faddeev, “Uravnenie Kortevega-de Friza vpolne integriruemaya gamiltonova sistema”, Funkts. analiz, 5:4 (1971), 18–27 Math-Net.Ru MathSciNet Zentralblatt MATH [4] C. Gardner, “Korteweg-de Vries equation and generalisation. IV: The Korteweg-de Vries equation as a hamiltonian system”, J. Math. Phys., 12:8 (1971), 1548–1551 MathSciNet Zentralblatt MATH [5] V.E. Zakharov, A.B. Shabat, “Tochnaya teoriya dvumernoi samofokusirovki i odnomernoi avtomodulyatsii voln v nelineinykh sredakh”, ZhETF, 61:1 (1971) [6] V.E. Zakharov, A. B. Shabat, “O vzaimodeistvii solitonov v ustoichivoi srede”, ZhETF, 64:5 (1973), 1627–1639 [7] M.A. Ablowitz, D. J. Kaup, A.C. Newel, H. Segur, “Method for solving the sinegordon equation”, Phys. Rev. Lett., 30 (1973), 1262–1264 MathSciNet [8] V. S. Dryuma, “Ob analiticheskom reshenii dvumernogo uravneniya Kortevega-de Friza”, Pisma v ZhETF, 19:12 (1973), 219–225 [9] V.E. Zakharov, “K probleme stokhastizatsii odnomernykh tsepochek nelineinykh ostsillyatorov”, ZhETF, 65:1 (1973), 219–225 [10] V.E. Zakharov, S.V. Manakov, “O rezonansnom vzaimodeistvii volnovykh paketov v nelineinykh sredakh”, Pisma v ZhETF, 18:7 (1973), 413–417 [11] L.A. Takhtadzhyan, “Tochnaya teoriya rasprostraneniya ultrakorotkikh opticheskikh impulsov v dvukhurovnevykh sredakh”, ZhETF, 66:2 (1974), 476–489 [12] V.E. Zakharov, L.A. Takhtadzhyan, L. D. Faddeev, “Polnoe opisanie reshenii «singordon»”, DAN, 219:6 (1974), 1334 Zentralblatt MATH [13] M. Toda, “Waves in nonlinear lattice”, Progr. Theor. Phys. Sappl., 45 (1970), 174–200