• Ruský jazyk

Nelineynye algebraicheskie sistemy uravneniy

Autor: Rahshanda Dzhabarzade

Monografiya posvyashchena aktual'nym problemam sistem nelineynykh algebraicheskikh uravneniy so mnogimi peremennymi. Dlya algebraicheskikh sistem, soderzhashchikh razlichnye stepeni i proizvedeniya peremennykh, postroeny analogi opredeliteley Kramera,... Viac o knihe

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O knihe

Monografiya posvyashchena aktual'nym problemam sistem nelineynykh algebraicheskikh uravneniy so mnogimi peremennymi. Dlya algebraicheskikh sistem, soderzhashchikh razlichnye stepeni i proizvedeniya peremennykh, postroeny analogi opredeliteley Kramera, s pomoshch'yu kotorykh dayetsya kriteriy sushchestvovaniya resheniy nelineynykh sistem uravneniy. Elementami postroennykh opredeliteley yavlyayutsya chisla, sostavlennye s pomoshch'yu koeffitsientov sistemy, ukazannym v monografii sposobom. V rabote predlozheny dva podkhoda issledovaniya, ispol'zuya kotorye, mozhno otvetit' na vopros sushchestvovaniya resheniy nelineynoy sistemy algebraicheskikh uravneniy, nayti chislo etikh resheniy , a pri opredelyennykh usloviyakh i ikh veshchestvennost'. Privedeny takzhe obobshcheniya rezul'tatov na sluchay nelineynykh sistem operatornykh uravneniy v konechnomernykh prostranstvakh Gil'berta. Monografiya budet polezna studentam starshikh kursov, aspirantam i matematikam, rabotayushchim v oblasti lineynoy algebry i spektral'noy teorii operatorov.

  • Vydavateľstvo: LAP LAMBERT Academic Publishing
  • Rok vydania: 2013
  • Formát: Paperback
  • Rozmer: 220 x 150 mm
  • Jazyk: Ruský jazyk
  • ISBN: 9783659512360

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