Structure of m-dimensional implicitly defined surfaces in n-dimensional Euclidean space $E_n$
Structure of m-dimensional implicitly defined surfaces in n-dimensional Euclidean space $E_n$
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- [1] Borisenko A. A. About some classes of high dimension surfaces. Ukr. geom. sbornic, 1986, 29, p. 5-12 (in Russia).
- [2] Kotlyar A. B. Structure of surfaces F2 ⊂ E4. Izv. Vuz. (Vyssh. Uchebn. Zaved.), ser. Math., 1997, 12, p. 21-24 (in Russia).
- ISSN: 1300-0098
- Yayın Aralığı: 6
- Yayıncı: TÜBİTAK
Structure of m-Dimensional Implicitly Defined Surfaces in n-Dimensional Euclidean Space En
A Class of Banach Algebras Whose Duals Have the Schur Property
Alternative Polynomial and Holomorphic Dunford-Pettis Properties
Structure of m-dimensional implicitly defined surfaces in n-dimensional Euclidean space $E_n$
The Isometries of the Bochner Space Lp(m,H)
Generalized Solutions of a Class of Linear and Quasi-Linear Degenerated Hyperbolic Equations
Augmented Noetherian Graded Modules
Two Lemmas on Formal Power Series
Kazım İlhan İKEDA, Masatoshi İKEDA
The isometries of the Bochner space $L^p(mu$,H)
A class of Banach algebras whose duals have the Schur propertry