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Prostranstva Funktsiy Eksponentsial'nogo Tipa I Sobolevskie Prostranstva: Funktsii R-adicheskogo Argumenta Yakov Radyno Russian edition
Prostranstva Funktsiy Eksponentsial'nogo Tipa I Sobolevskie Prostranstva: Funktsii R-adicheskogo Argumenta
Yakov Radyno
Dlya funktsiy deystvitel'nogo peremennogo plodotvorno issledovanie differentsial'no-operatornykh uravneniy s pomoshch'yu apparata vektorov eksponentsial'nogo tipa. Nearkhimedovym analogom polya deystvitel'nykh chisel yavlyaetsya pole p-adicheskikh chisel. V dannoy knige izuchayutsya analogi vektorov eksponentsial'nogo tipa nad polem p-adicheskikh chisel. Pri rabote s operatorami v banakhovykh prostranstvakh funktsiy p-adicheskogo argumenta regulyarno voznikayut voprosy o povedenii funktsiy "v srednem". Tak, naprimer, voznikaet vopros o "massivnosti" mnozhestva tochek Lebega dlya sobolevskikh klassov. V sluchae deystvitel'nogo peremennogo estestvennye otvety mozhno dat' ispol'zuya ponyatiya razmernosti Khausdorfa i sobolevskikh emkostey. V knige polucheny rezul'taty dlya p-adicheskogo sluchaya, prichem s men'shimi ogranicheniyami.
| Media | Books Paperback Book (Book with soft cover and glued back) |
| Released | December 2, 2012 |
| ISBN13 | 9783659306693 |
| Publishers | LAP LAMBERT Academic Publishing |
| Pages | 100 |
| Dimensions | 150 × 6 × 226 mm · 158 g |
| Language | Russian |