Researchers
Milošević, Ivanka
| Issue Date | Title | Author(s) | Type | Мp-cat. |
|---|---|---|---|---|
| 1998 | Molien functions and commensurability | Vuković, Tatjana | Article | Mp. category will be shown later |
| 1998 | Irreducible representations of diperiodic groups | Milošević, Ivanka | Article | 21M21 |
| 1997 | Symmetry classification of stereoregular polymers | Milošević, Ivanka | Article | 21M21 |
| 1996 | Casimir operators and group projectors | Damnjanović, M.; Milošević, Ivanka | Article | Mp. category will be shown later |
| 1996 | Molien functions and commensurability of the helicoidal ordering | Vuković, Tatjana | Article | Mp. category will be shown later |
| 1995 | Modified group projector technique: Induced representations | Damnjanovic, M.; Milošević, Ivanka | Article | Mp. category will be shown later |
| 1995 | A comment on the modified group projector technique | Damnjanovic, M.; Milošević, Ivanka | Other | Mp. category will be shown later |
| 1995 | Second-rank tensors for quasi-one-dimensional systems | Milošević, Ivanka | Article | Mp. category will be shown later |
| 1994 | Modified group-projector technique: Subgroups and generators | Damnjanovic, M.; Milošević, Ivanka | Article | 21M21 |
| 1993 | Normal vibrations and Jahn-Teller effect for polymers and quasi-one-dimensional systems | Milošević, Ivanka | Article | 21aM21a |
| 1991 | Magnetic line groups. III. Corepresentations of the magnetic line groups isogonal to the point groups Dn, Cnv, Dnd, and Dnh | Damnjanović, Milan; Milošević, Ivanka | Article | Mp. category will be shown later |
| 1989 | Magnetic line groups. II. Corepresentations of the magnetic line groups isogonal to the point groups Cn, S2n, and Cnh | Damnjanović, Milan; Milošević, Ivanka | Article | 21M21 |
| 1987 | Asymptotic form of the spectral dimension of the Sierpinski gasket type of fractals | Borjan, Zoran | Article | 21M21 |
| 1987 | Critical exponents of the self-avoiding walks on a family of finitely ramified fractals | Elezović-Hadžić, Sunčica | Article | 21M21 |