Stockholm University
Research Reports in Mathematics
Reports published year 2001
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Department of Mathematics Stockholm University Research Reports in Mathematics Reports published year 2001 |
| 1 | Magnus Carlehed. The Lempert function in the bidisc - a partial computation. |
| 2 | T.M. Sadykov. THE HADAMARD PRODUCT OF HYPERGEOMETRIC SERIES. |
| 3 | P.Kurasov, J.Larson. Spectral asymptotics for Schr\"odinger operators with periodic point interactions. |
| 4 | P.Kurasov. $ { H}_{-n} $-perturbations of self-adjoint operators\\ and Krein's resolvent formula. |
| 5 | Vincenzo Micale. Normal maximal ideal in one-dimensional local rings. |
| 6 | Christophe Mourougane. Interpolation in non-positively curved K\"ahler manifolds. |
| 7 | P.Kurasov, F.Stenberg. On the inverse scattering problem on branching graphs. |
| 8 | Hans Rullgård. Polynomial amoebas and convexity. |
| 9 | Gongbao Li, Andrzej Szulkin. An asymptotically periodic Schr\"odinger equation\\ with indefinite linear part. |
| 10 | Vinzenco Micale, Giovanni Molica, Barbara Torrisi. Order bases of subalgebras of $k[[X]]$. |
| 11 | Jesper Carlström. Wheels \\ --- \\ On Division by Zero. |
| 12 | P.Kurasov, S.Naboko. On the essential spectrum of a class of singular matrix differential operators. I \\ Quasiregularity conditions and essential self-adjointness. |
| 13 | Tanja Bergkvist, Hans Rullgård. On polynomial eigenfunctions for a class of differential operators. |
| 14 | Pelle Salomonsson. Topics in Algebraic Geometry. |
| 15 | Anna Larsson. A periodisation of semisimple Lie algebras. |
| 16 | Jesper Tidblom. A geometrical version of Hardy's inequality for $\stackrel{\circ}{\textrm{W}}{\!}^{1,p}(\Omega)$. |