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  Izvorni znanstveni i pregledni radovi u CC časopisima
 

1. Adamović, Dražen; Lin, Xianzu; Milas, Antun.
ADE subalgebras of the triplet vertex algebra W(p): D_m-series. // International journal of mathematics. 25 (2014) , 1; 1450001-1-1450001-34 (članak, znanstveni). URL link to workURL link to work

2. Adamović, Dražen; Perše, Ozren.
Fusion rules and complete reducibility of certain modules for affine Lie algebras. // Journal of algebra and its applications. 13 (2014) , 1; 1350062-1-1350062-18 (članak, znanstveni). URL link to workURL link to work

3. Kožić, Slaven.
Principal subspaces for quantum affine algebra $U_q(A_n^{; ; (1)}; ; )$. // Journal of Pure and Applied Algebra. 218 (2014) , 11; 2119-2148 (članak, znanstveni). URL link to workURL link to work

4. Adamović, Dražen; Perše, Ozren.
Some general results on conformal embeddings of affine vertex operator algebras. // Algebras and representation theory. 16 (2013) , 1; 51-64 (članak, znanstveni). URL link to workURL link to work

5. Primc, Mirko.
Combinatorial bases of modules for affine Lie algebra $B_2\sp{; ; (1)}; ; $. // Central European Journal of Mathematics. 11 (2013) , 2; 197-225 (članak, znanstveni). prilozen text radaURL link to workURL link to work

6. Radobolja, Gordan.
Subsingular vectors in Verma modules, and tensor product modules over the twisted Heisenberg-Virasoro algebra and W(2, 2) algebra. // Journal of mathematical physics. 54 (2013) , 7; 071701-071725 (članak, znanstveni). URL link to workURL link to work

7. Adamović, Dražen; Milas, Antun.
An explicit realization of logarithmic modules for the vertex operator algebra W(p, p)'. // Journal of mathematical physics. 53 (2012) , 7; 73511-73527 (članak, znanstveni). URL link to workURL link to work

8. Adamović, Dražen; Perše, Ozren.
The Vertex Algebra $M(1)^+$ and Certain Affine Vertex Algebras of Level -1. // Symmetry Integrability and Geometry - Methods and Applications. 8 (2012) ; 040-1-040-16 (članak, znanstveni). URL link to workURL link to work

9. Adamović, Dražen; Milas, Antun.
The structure of Zhu's algebras for certain W-algebras. // Advances in mathematics. 227 (2011) , 6; 2425-2456 (članak, znanstveni). URL link to workURL link to work

10. Adamović, Dražen; Milas, Antun.
On W-algebra extensions of (2, p) Minimal Models: p > 3. // Journal of algebra. 344 (2011) , 1; 313-332 (članak, znanstveni). URL link to workURL link to work

11. Baranović, Ivana.
Combinatorial bases of Feigin-Stoyanovsky's type subspaces of level 2 standard modules for $D_4^{; ; ; ; (1)}; ; ; ; $. // Communications in algebra. 39 (2011) , 3; 1007-1051 (članak, znanstveni). URL link to work

12. Adamović, Dražen; Milas, Antun.
On W-Algebras Associated to (2, p) Minimal Models and Their Representations. // International Mathematics Research Notices. 2010 (2010) , 20; 3896-3934 (članak, znanstveni). URL link to workURL link to work

13. Perše, Ozren.
Embeddings of vertex operator algebras associated to orthogonal affine Lie algebras. // Communications in algebra. 38 (2010) ; 1761-1778 (članak, znanstveni).

14. Šikić, Tomislav.
An Extension of the Classical Gauss Series-product Identity by Boson-fermionic Realization of the Affine Algebra $\widehat{; ; ; \mathfrak{; ; ; gl}; ; ; }; ; ; _n$. // Journal of algebra and its applications. 9 (2010) , 1; 123-133 (članak, znanstveni). URL link to workURL link to work

15. Trupčević, Goran.
Combinatorial bases of Feigin-Stoyanovsky's type subspaces of level 1 standard modules for sl^~(l+1, C). // Communications in algebra. 38 (2010) , 10; 3913-3940 (članak, znanstveni). prilozen text radaURL link to workURL link to work

16. Adamović, Dražen; Milas, Antun.
The N = 1 Triplet Vertex Operator Superalgebras. // Communications in mathematical physics. 288 (2009) , 1; 225-270 (članak, znanstveni). URL link to workURL link to work

17. Adamović, Dražen; Milas, Antun.
Lattice construction of logarithmic modules for certain vertex algebras. // Selecta mathematica, New series. 15 (2009) , 4; 535-561 (članak, znanstveni). URL link to workURL link to work

18. Trupčević, Goran.
Combinatorial bases of Feigin-Stoyanovsky's type subspaces of higher-level standard sl^~(l+1, C)-modules. // Journal of algebra. 322 (2009) , 10; 3744-3774 (članak, znanstveni). URL link to workURL link to work

19. Adamović, Dražen; Milas, Antun.
On the triplet vertex algebra W(p). // Advances in Mathematics. 217 (2008) , 6; 2664-2699 (članak, znanstveni). URL link to work

20. Adamović, Dražen; Milas, Antun.
The N = 1 Triplet Vertex Operator Superalgebras: Twisted Sector. // Symmetry, Integrability and Geometry: Methods and Applications (SIGMA). 4 (2008) ; 087-1-087-24 (članak, znanstveni). URL link to workURL link to work

21. Adamović, Dražen; Perše, Ozren.
Representations of certain non-rational vertex operator algebras of affine type. // Journal of Algebra. 319 (2008) , 6; 2434-2450 (članak, znanstveni). URL link to workURL link to work

22. Adamović, Dražen.
Lie Superalgebras and Irreducibility of A_1^(1)-Modules at the Critical Level. // Communications in Mathematical Physics. 270 (2007) , 1; 141-161 (članak, znanstveni). URL link to work

23. Adamović, Dražen; Milas, Antun.
Logarithmic intertwining operators and W(2, 2p− 1) algebras. // Journal of Mathematical Physics. 48 (2007) , 7; 073503-073523 (članak, znanstveni).

24. Perše, Ozren.
Vertex operator algebras associated to type $B$ affine Lie algebras on admissible half-integer levels. // Journal of Algebra. 307 (2007) , 1; 215-248 (članak, znanstveni).

25. Perše, Ozren.
Vertex operator algebra analogue of embedding of $B_4$ into $F_4$. // Journal of Pure and Applied Algebra. 211 (2007) , 3; 702-720 (članak, znanstveni).
Vrh
 
  Znanstveni radovi u drugim časopisima
 

1. Perše, Ozren.
A note on representations of some affine vertex algebras of type $D$. // Glasnik matematički. 48 (2013) ; 81-90 (članak, znanstveni). URL link to work

2. Trupčević, Goran.
Characters of Feigin-Stoyanovsky's type subspaces of level one modules for affine Lie algebras of types A_l^(1) and D_4^(1). // Glasnik matematički. 46 (2011) , 1; 49-70 (članak, znanstveni). prilozen text rada

3. Perše, Ozren.
Vertex operator algebras associated to certain admissible modules for affine Lie algebras of type $A$.. // Glasnik matematički. 43 (2008) ; 41-57 (članak, znanstveni).
Vrh
 
  Objavljena pozvana predavanja na skupovima
 

1. Primc, Mirko.
(k, r)-admissible configurations and intertwining operators // Lie Algebras, Vertex Operator Algebras and Their Applications, Contemporary Mathematics 442 / Huang, Yi-Zhi ; Misra, Kailash C. (ur.).
Providence (RI) : American Mathematical Society (AMS), 2007. 425-434 (pozvano predavanje,međunarodna recenzija,objavljeni rad,znanstveni).
Vrh
 
  Drugi radovi u zbornicima skupova s recenzijom
 

1. Trupčević, Goran.
Combinatorial bases of Feigin-Stoyanovsky's type subspaces for sl(l+1, C) // Vertex Operator Algebras and Related Areas, Contemporary Mathematics 497 / Yamskulna, Gaywalee ; Zhao, Wenhua ; Bergvelt, Maarten (ur.).
Providence (RI) : Amer. Math. Soc., 2009. 199-211 (predavanje,međunarodna recenzija,objavljeni rad).
Vrh
 
  Disertacije
 

1. Kožić, Slaven.
Glavni potprostori standardnih reprezentacija algebre $U_q(\hat{;sl};_n)$ / doktorska disertacija.
Zagreb : PMF - Matematički odsjek, 14.06. 2013., 106 str. Voditelj: Primc, Mirko.prilozen text rada

2. Baranović, Ivana.
Potprostor Feigin-Stojanovskog standardnih modula za afine Liejeve algebre tipa D_l^(1), njegove kombinatorne baze i operatori ispreplitanja / doktorska disertacija.
Zagreb : Prirodoslovno-matematički fakultet - Matematički odjel, 29.04. 2008., 119 str. Voditelj: Adamović, Dražen ; Primc, Mirko.

3. Trupčević, Goran.
Kombinatorne baze potprostora Feigin-Stojanovskog standardnih modula za afine Liejeve algebre tipa A_l^(1) i operatori ispreplitanja / doktorska disertacija.
Zagreb : Prirodoslovno-matematički fakultet - Matematički odjel, 25.01. 2007, 85 str. Voditelj: Primc, Mirko.prilozen text rada
Vrh
 

Zbog završnih aktivnosti vezano uz migraciju CROSBI-ja na CroRIS platformu unos i uređivanje zapisa neće biti moguć u razdoblju od petka 7.7.2023. u 12 sati do ponedjeljka 11.7.2023.

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