Radovi

A. Pavlović, Relaxing boundary condition for t-norms, Journal of Electrical Engineering, vol. 53 no. 12/s, (2002) 52–55.

M. S. Kurilić, A. Pavlović, A consequence of the proper forcing axiom in topology, Publ. Math. Debrecen, 64/1-2 (2004), 15–20.

M. S. Kurilić, A. Pavlović, Toplogies generated by closed intervals, Novi Sad J. Math. vol. 35 no. 1, (2005), 187–195.

M. S. Kurilić, A. Pavlović, A posteriori convergence in complete Boolean algebras with the sequential topology, Ann. Pure Appl. Logic 148 no. 1-3 (2007) 49–62.

M. S. Kurilić, A. Pavlović, The uniqueness and universality of a generalized ordered space, Novi Sad Journal of Mathematics Vol. 39, No 2 (2009), 1-5.

M. S. Kurilić, A. Pavlović, Some forcing related covergence structures on Complete Boolean algebras, Novi Sad Journal of Mathematics Vol. 40, No 2 (2010), 77-94.

M. S. Kurilić, A. Pavlović, The convergence of the sequences coding the ground model reals, Publicationes Mathematicae Debrecen, Vol. 82, No 2 (2013), 277-292.

Konferencije

M. S. Kurilić, A. Pavlović, Topologies on Boolean algebras generated by sequential convergence, Logic Colloquium 2010, Paris, p. 30

M. S. Kurilić, A. Pavlović, Forcing related convergences of sequences on complete Boolean algebras, Infinite and finite sets June 13-17, 2011. Alfréd Rényi Institute of Mathematics, Budapest, Hungary, p. 16

M. S. Kurilić, A. Pavlović, Characterization of closed setsin the topology ${\mathcal O}_{\lambda_{ls}}$, 50 Years of Seminar for Analysis and Foundations of Mathematics led by Academician Bogoljub Stanković, Mathematical Logic and General Topology, Novi Sad, Serbia, September 5-8, 2012, p. 17

M. S. Kurilić, A. Pavlović, On generalizations of the Cantor and Aleksandrov cube, The 4th Novi Sad Algebraic Conference & Semigroups and Applications 2013, Novi Sad, Serbia, June 5-9, 2013, p. 36