Researchers
Tanović, Predrag
| Issue Date | Title | Author(s) | Type | Мp-cat. |
|---|---|---|---|---|
| 2005 | On minimal ordered structures | Tanović, Predrag   | Conference Paper | Mp. category will be shown later |
| 2003 | On stable theories with precisely three countable models | Tanović, Predrag | Conference Paper | Mp. category will be shown later |
| 2002 | A note on countable models of 1-based theories | Tanović, Predrag | Article | 22M22 |
| 2001 | On the number of countable models of stable theories | Tanović, Predrag | Article | 22M22 |
| 1998 | On stable theories with finitely many countable models | Tanović, Predrag | Conference Paper | Mp. category will be shown later |
| 1997 | On Lascar's rank and the number of countable models | Tanović, Predrag | Conference Paper | Mp. category will be shown later |
| 1997 | Nonisolated regular types in superstable theories | Tanović, Predrag | Conference Paper | Mp. category will be shown later |
| 1996 | A definable continuous rank for nonmultidimensional superstable theories | Chowdhury, Ambar; Loveys, James; Tanović, Predrag | Article | Mp. category will be shown later |
| 1996 | On the geometry of regular types | Tanović, Predrag | Conference Paper | Mp. category will be shown later |
| 1996 | Countable models of trivial theories which admit finite coding | Loveys, James; Tanović, Predrag | Article | Mp. category will be shown later |
| 1995 | There are infinitely many countable models of strictly stable theories with no dense forking chains | Tanović, Predrag | Article | Mp. category will be shown later |
| 1994 | Fundamental Order and the Number of Countable models | Tanović, Predrag | Doctoral theses | 70M70 |
| 1992 | Stable theories without dense forking chains | Herwig, Bernhard; Loveys, James; Pillay, Anand; Tanović, Predrag ; Wagner, O. | Article | Mp. category will be shown later |
| 1990 | Completeness theorem for a monadic logic with both first-order and probability quantifiers | Rašković, Miodrag; Tanović, Predrag | Article | Mp. category will be shown later |