1.
D. Adamovic, Some rational vertex algebras,
Glasnik Matematicki 29(49) (1994), 25-40
2.
D. Adamovic, A. Milas, Vertex operator algebras
associated to modular invariant representations for $A_1 ^ (1)$
, Mathematical Research Letters 2 (1995) , 563-575
3.
D. Adamovic, On vertex algebras associated to
representations of affine Lie algebras, Grazer Mathematische Berichte 328 (1996),
1-10.
4.
D. Adamovic, New
irreducible modules for affine Lie algebras at the critical level, International
Mathematics Research Notices (1996), 253-262 dvi ps
5.
D. Adamovic, Vertex operator
algebras and irreducibilty of certain modules for affine Lie algebras,
Mathematical Research Letters 4 (1997), 809-821 dvi ps
6.
D. Adamovic, Rationality
of Neveu-Schwarz vertex operator superalgebras, International
Mathematics Research Notices (1997), 865-875. dvi ps
7.
D. Adamovic, Representations of vertex
algebras, Mathematical Communications
3 (1998), 109-114
8.
D. Adamovic, Representations
of the N=2 superconformal vertex algebra, International Mathematics Research Notices
(1999), 61-79,
9.
D. Adamovic, Representations
of the vertex algebra $W_{1+\infty}$ with a negative integer central charge,
Communications in Algebra
29(7) (2001) 3153-3166
10. D. Adamovic, Vertex
algebra approach to fusion rules for N=2 superconformal minimal models,
Journal of Algebra 239 (2001) 549-572
11. D. Adamovic, A
construction of some ideals in affine vertex algebras, International
Journal of Mathematics and Mathematical Sciences, 2003:15
(2003) 971-980
12. D. Adamovic, Classification
of irreducible modules of certain subalgebras of free boson vertex algebra, Journal of Algebra 270 (2003) 115-132
13.
D. Adamovic, Regularity of certain vertex
operator superalgebras. Kac-Moody
Lie algebras and related topics, 1--16, Contemp.
Math., 343, Amer. Math. Soc., Providence, RI, 2004
14. D. Adamovic, An application of
U(g)-bimodules to representation theory of affine Lie algebras, Algebras and Representation theory 7 (2004) 457-469
15. D. Adamovic, A construction
of admissible $A_1 ^(1)$--modules of level –4/3 , Journal of Pure and Applied Algebra 196 (2005) 119-134
16. D. Adamovic, Lie superalgebras
and irreducibility of $A_1^{(1)}$- modules at the critical level, Communications in Mathematical Physics 270 (2007) 141-161
17. D. Adamovic, A
family of regular vertex operator algebras with two generators, Central European Journal of Mathematics 5 (2007) 1-18
18. D. Adamovic, A. Milas, Logarithmic intertwining operators and W(2,2p-1)-algebras, Journal of Mathamatical Physics 073503 (2007) (20 pp)
19. D. Adamovic, O. Perse, Representations
of certain non-rational vertex operator algebras of affine type,
Journal of Algebra 319 (2008)
2434-2450
20. D. Adamovic, A. Milas, On the triplet vertex
algebra W(p), Advances
in Mathematics 217
(2008) 2664-2699
21. D. Adamovic, A. Milas, The
N=1 triplet vertex operator superalgebras, Communications
in Mathematical Physics 288 (2009) 225-270
22. D. Adamovic, A. Milas, The N=1 triplet vertex
operator superalgebras : twisted sector, SIGMA
4 (2008), 087, 24 pages,
Contribution to the Special Issue
on Kac-Moody Algebras and Applications
23. D. Adamovic, A. Milas, An analogue of modular BPZ equation in logarithmic (super)conformal field theory, to appear in Contemporary Mathematics 497
24. D. Adamovic, A. Milas, Lattice
construction of logarithmic modules for certain vertex algebras, Selecta Mathematica, New Series 15 (2009) 535-561
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