Kvazilineynye Ellipticheskie Uravneniya: Zadacha Neymana Dlya Uravneniy Variatsionnoy Struktury - Aleksandra Shcheglova - Books - LAP LAMBERT Academic Publishing - 9783843303279 - December 6, 2010
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Aleksandra Shcheglova
Kvazilineynye Ellipticheskie Uravneniya: Zadacha Neymana Dlya Uravneniy Variatsionnoy Struktury Russian edition

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Kraevye zadachi dlya kvazilineynykh uravneniy i kachestvennye svoystva ikh resheniy aktivno izuchayutsya v poslednie desyatiletiya. Krome samostoyatel'nogo interesa, eti zadachi privlekayut vnimanie takzhe v svyazi s problemami teorii funktsiy - dostizhimost'yu tochnykh konstant v teoremakh vlozheniya i strukturoy ekstremaley v nikh. Odno iz prosteyshikh uravneniy takoy struktury - uravnenie Eylera dlya funktsionala, porozhdaemogo teoremoy vlozheniya (uravnenie reaktsii-diffuzii). V rabote rassmatrivaetsya zadacha Neymana dlya nekotorykh uravneniy takogo tipa. Izuchen vopros o postoyanstve resheniy s naimen'shey energiey dlya uravneniya reaktsii-diffuzii i ego analoga s r-laplasianom v glavnoy chasti. Krome togo, dlya zadachi Neymana s superlineynym chlenom v kraevom uslovii izuchen effekt vozniknoveniya mnozhestvennykh polozhitel'nykh resheniy. Rezul'taty raboty budut interesny spetsialistam po matematicheskoy fizike, funktsional'nomu analizu i variatsionnomu ischisleniyu.

Media Books     Paperback Book   (Book with soft cover and glued back)
Released December 6, 2010
ISBN13 9783843303279
Publishers LAP LAMBERT Academic Publishing
Pages 116
Dimensions 150 × 7 × 225 mm   ·   191 g
Language German  

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