[1] Sliepčević, A.: Das Brennpunktsgebilde im Büschel zirkulärer Kurven dritter Ordnung, [The focal curve in the pencil of circular cubics], RAD JAZU, 444 (8) (1989), 93-96.
[2] Sliepčević, A.: Isogonale Transformation und Fokalkurve einer Kegelschnittschar, [Isogonal transformation and the focal curve of a range of conics], RAD HAZU, 470(1995), 157-166.
[3] Sliepčević, A.: Die Brennpunktskurven der vierfachen Brennpunkte in Büscheln zirkulärer Kurven dritter Ordnung, [The focal curve of fourfold foci in the pencil of the 3rd order circular curves], KOG 1(1997), 6-8.
[4] Sliepčević, A.: Die Brennpunktskurven in KS-Büscheln und KS-Scharen der isotropen Ebene, [The focal curve of the pencil and the range of conics in the isotropic plane], KOG 3(1998), 5-9.
[5] Szirovicza, V. Sliepčević, A.: Ein Analogon des Czuberschen Satzes in der isotropen Ebene, [The analogous of the Czuber's theorem in the isotropic plane], KOG 4(1999), 11-14.
[6] Szirovicza, V., Sliepčević, A.: Eine Erzeugung der vollständig zirkulären Kurven 3. Ordnung in der isotropen Ebene, [One transformation of the entirely circular cubics in the isotropic plane], Topics in Algebra, Analysis and Geometry, Budapest-Leoben, (1999), 31-38.
[7] Sliepčević, A., Szirovicza,V.: Die projektive Erzeugung der vollständig zirkulären Kurven 3. Ordnung in der isotropen Ebene, [The projective transformation of circular cubics in the isotropic plane], Mathematica Pannonica, 11/2(2000), 223-237.
[8] Sliepčević, A.: A New generalization of the Butterfly Theorem, Journal for Geometry and Graphics 6(2002), No. 1, 61-68.
[9] Sliepčević, A.: Analagmatic Curves under the Isogonal Transformation, Journal for Geometry and Graphics,Volume 7(2003), No. 1, 53-63.
[10] Sliepčević, A., Szirovicza, V.: A Classification and Construction of entirely circular Cubics in the Hyperbolic Plane, Acta Mathematica Hungarica, 104(3)(2004), 185-201.
[11] Sliepčević, A. : Die Kreisbüschel in der isotropen Ebene, [Pencil of circles in the isotropic plane], KoG 8(2004), 11-15.
[12] Sliepčević, A. Szirovicza, V.: Die allgemeine Inversion in der Isotropen Ebene, [Generalized inversion in the isotropic plane], RAD HAZU 491(15) (2005), 153-168.
[13] Sliepčević, A.: Über die zirkulären Kurven eines Viersets, [On circular curves of a quadrangle] RAD HAZU 491(15)(2005), 169-174.
[14] Sliepčević, A. : Eine neue Schmetterlingskurve, [A generalization of the butterfly curve theorem], Mathematica Pannonica 16/1(2005), 57-64.
[15] Sliepčević, A., Jurkin, E.: Butterfly Theorems in the Hyperbolic Plane, Annales Univ. Sci. Budapest 48(2005), 109-117.
[16] Sliepčević, A.: Normálové krivky kužel'osečiek, [The normal curves to conic sections], Slovenský časopis pre geometriu a grafiku 3(5)(2006), 27-36.
[17] Sliepčević, A., Babić, I.: Charakteristische Dreieckpunkte in der projektiv-erweiterten hyperbolischen Ebene, [Characteristic points of the triangle in the hyperbolic plane], TMCS, Institute of Mathematics University of Debrecen, Hungary, 5/2(2007), 299-315.
[18] Babić, I., Sliepčević, A.: Regelmäßige Polygone in der projektiv-erweiterte n hyperbolischen Ebene, [Regular polygons in the projective extended hyperbolic plane], KoG 11(2007), 7-14.
[19] Sliepčević, A., Katić-Žlepalo, M: Osculating circles of conics in the isotropic plane, Slovenský časopis pre geometriu a grafiku, 5(10)(2008), 21-26.
[20] Jurkin, E., Sliepčević, A.: Butterfly Points' Curve in Isotropic Plane, Annales Universitatis Scientiarum Budimpestiensis (0524-9007) 51(2008), 3-9.
[21] Weiss, G., Sliepčević, A.: Osculating Circles of Conics in Cayley-Klein Planes, KoG 13(2009), 7-14.
[22] Jurkin, E., Sliepčević, A.: Snails in Hyperbolic Plane, KoG 14 (2010), 25-27.
[23] Jurkin, E., Sliepčević, A.: Butterfly Curve Theorems in Pseudo-Euclidean Plane, Mathematica Pannonica 22 (2011),1, 119-126.
Croatian scientific bibliography