Jacobi operators and complately integrable nonlinear lattices

dc.contributor.authorGerald Teschi
dc.date.accessioned2012-11-22T14:49:48Z
dc.date.accessioned2025-02-17T13:59:18Z
dc.date.available2012-11-22T14:49:48Z
dc.date.issued2012-11-22
dc.descriptionoperators and complately integrable nonlinear latticesen_US
dc.description.abstractWä åçæxè é.é²ê)åçæxåçë ìîíYë ï í¢ïSìîé æðíYñîò.í~è é ìîä!ó ægó²ë åçë.ìðñîé ï ô õ.ìîåjé²ë ó²ë ï§ó'ñîíYö\í.ñîí¢ë õ¢í¥ìîé æð÷ í¢õYìðñoó ø°ó²ë ï åçë ò.íYñîæðí æð÷ í¢õYìðñoó²ø.ìîä í¢é ñðù é öú.ó²õ¢é²è å&é²÷ íYñoó ìîé ñîæ)ûüåüýí²ýjþ.æðí¢õ¢é²ë ïãé ñoï íYñ~æ ù ÿgÿgíYìðñîåçõ ï å .. íYñîí¢ë õ¢í.é²÷ íYñoó ìîé ñîæ .ó²ë ï ó²÷ ÷ øçåõsó ìîåçé.ë æaé²ö ìîä í¢æðí.ìîä í¢é²ñîåçí¢æ.ìîé.ìîä íWâmé ï ó&ó²ë ï ó õ ¹ò.ó ë yé.í.ñîè í¢êHí ä åçíYñoó ñîõ.ä.ù.ý ìoó ñðìîåçë öqñîé.ÿLæðí¢õ¢é²ë ïyé ñoï íYñ.ï å .. íYñîíYë õ¢í&í ô ó ìîåçé.ë æ Wí ÿgé òHíAé²ëyìîéxæðí¢ø ö .ó²ï é²åçë ì.é.÷ í.ñoó ìîé²ñîæ ó²ë ï ï í¢òHí¢øçé.÷ ï åçæðõYñîí.ìîí )íYù ø .âWå ìîõ.ä ÿ ó ñîæðä °é ï ó²å ñoó ìîä í¢é²ñðù.þ õ¢é òHí.ñîåjë yó øç.õ¢øjó æðæðåjõ¢ó²øWó æð÷ í¢õYìîæ°øçåêHí )íYù ø .ö\ô ë õYìîåçé.ë æ¢þ"æð÷ íYõYìðñoó²ø.ö\ô ë õYìîåçé²ë æ¢þ ìîä í ÿgé.ÿgí¢ë.ì ÷ ñîé²è øçí¢ÿÄþ åçë ò.íYñîæðíæð÷ í¢õ.ìðñoó²øvìîä íYé²ñðù.þ"ó²ë ï ô ë å .ô í¢ë í¢æðæxñîíYæðô ø ìîæ¢ý .í ìsþ Wí åçë ò.í¢æ ìîå Hó ìîí æðé²ÿgí'ÿgé²ñîí ó.ï ò.ó ë õ¢í¢ï ìîé.÷ åçõ¢æ~øçåêHí øçé.õsó ìîåçëen_US
dc.identifier.urihttps://dl.ftveti.edu.et/handle/123456789/3877
dc.language.isoenen_US
dc.subjectoperators and complately integrable nonlinear latticesen_US
dc.titleJacobi operators and complately integrable nonlinear latticesen_US
dc.typeArticleen_US

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