THE HILBERT PROBLEM FOR MATRICES AND A NEW CLASS OF INTEGRABLE EQUATIONS

[1] RELATIVISTICALLY INVARIANT QUASICLASSICAL LIMITS OF INTEGRABLE TWO-DIMENSIONAL QUANTUM MODELS [J]. THEORETICAL AND MATHEMATICAL PHYSICS, 1981, 47 (02) : 422 - 425

[2] KOPPELMAN W, 1961, J MATH MECH, V10, P247

[3] Muskhelishvili N.I., 1953, SINGULAR INTEGRAL EQ

[4] SKLYANIN EK, 1979, LOMI E379 STEKL REP

[5] SPRINGER C, 1960, INTRO RIEMANN SURFAC

[6] Zaharov V.E., 1979, FUNCT ANAL APPL, V13, P13

[7] Zakharov V.E.E., 1974, FUNCT ANAL APPL+, V8, P43, DOI [DOI 10.1007/BF01075696, 10.1007/BF01075696]

[8] ZAKHAROV VE, 1979, SOV SCI REV PHYS REV, V1, P133

[9] Zakharov VE., 1978, JETP, V47, P1017

[1] RELATIVISTICALLY INVARIANT QUASICLASSICAL LIMITS OF INTEGRABLE TWO-DIMENSIONAL QUANTUM MODELS [J]. THEORETICAL AND MATHEMATICAL PHYSICS, 1981, 47 (02) : 422 - 425

[2] KOPPELMAN W, 1961, J MATH MECH, V10, P247

[3] Muskhelishvili N.I., 1953, SINGULAR INTEGRAL EQ

[4] SKLYANIN EK, 1979, LOMI E379 STEKL REP

[5] SPRINGER C, 1960, INTRO RIEMANN SURFAC

[6] Zaharov V.E., 1979, FUNCT ANAL APPL, V13, P13

[7] Zakharov V.E.E., 1974, FUNCT ANAL APPL+, V8, P43, DOI [DOI 10.1007/BF01075696, 10.1007/BF01075696]

[8] ZAKHAROV VE, 1979, SOV SCI REV PHYS REV, V1, P133

[9] Zakharov VE., 1978, JETP, V47, P1017