| 1. |
V.P. Palamodov |
Modular deformation of complex analytic spaces. |
| 2. |
D.E. Sommervold |
Rational Curves of higher degree on a complete intersection Calabi-Yau threefold in P3 x P3 projective line. |
| 3. |
V. Lychagin |
Colour calculus and colour quantizations. |
| 4. |
T. Sund |
Classification of filiform solvable Lie algebras. |
| 5. |
D. Perkinson |
Inflections of toric varieties. |
| 6. |
U. Haagerup and E. Størmer |
Subfactors of a factor of type III l which contain a maximal centralizer. |
| 7. |
O. Bratteli and G.A. Elliott |
Small eigenvalue variation and real rank zero. |
| 8. |
H. Holden, T. Lindstrøm, B. Øksendal, J. Ubøe, T. Zhang |
The pressure equation for fluid flow in a stochastic medium.
|
| 9. |
B. Øksendal |
Stochastic partial differential equations and applications to hydrodynamics. |
| 10. |
B. Øksendal |
Some mathematical models for population growth in a stochastic environment. |
| 11. |
A.S. Üstünel |
An introduction to stochastic analysis. |
| 12. |
J. Gjerde, H. Holden, B. Øksendal, J. Ubøe
and T. Zhang |
An equation modelling transport of a substance in a stochastic medium. |
| 13. |
D. Perkinson |
Principal parts of line bundels on toric varieties. |
| 14. |
V.P. Palamodov |
Cogitations over Berezin`s integral. |
| 15. |
N.I. Grinberg |
Scattering on small nonisotropic nonhomogeneous potentials.
|
| 16. |
V. Lychagin |
Calculus and quantizations over Hopf algebras. |
| 17. |
D. Perkinson |
Curves in Grassmannians. |
| 18. |
H. Nornhofer, E. Størmer, W. Thirring |
C*-dynamical systems for which the tensor product formula for entropy fails. |
| 19. |
E. Bedos |
Notes on hypetraces and C*-algebras. |
| 20. |
H.J. Rivertz and P. Tomter |
Stability of Geodesic Spheres. |
| 21. |
T.Ø. Kobila |
Solvable Stochastic Investment Problems. |
| 22. |
O. Bratteli, P.E.T. Jorgensen and G.L. Price |
Endomorphisms of B(H) |
| 23. |
H. Arntzen |
Solution to a class of stochastic investment problems involving finite variation controls. |
| 24. |
O. Martio and B. Øksendal |
Fluid flow in a medium distorted by a quasiconformal map can produce fractal boundaries. |
| 25. |
D. Normann |
A Hierarchy of Domains with Totality, but without Density
|
| 26. |
B. Komrakov |
Asystatic and Primitive Subalgebras of Semisimple Lie Algebras
|
| 27. |
B. Komrakov and A. Thourioumov |
Micromodules |
| 28. |
B. Doubrov |
One-Dimensional distributions on Homogeneous Spaces |
| 29. |
M. Ferrante and F. Giummolé |
Finite dimensional filters for a discrete-time nonlinear system with generalized gaussian white noice |
| 30. |
K. H. Karlsen |
One the accuracy of a numerical method for two-dimensional scalar conservation laws based on dimensional splitting and front tracking
|