[1] Gorjanc, S.: Quartic Inversion in Space and Some of its Products, Rad HAZU [470] 12 (1995), 187-197.
[2] Gorjanc, S.: Constructive Elaboration of the Pedal Surfaces of the (1,2) Congruences, KoG 1 (1996), 9-15.
[3] Gorjanc, S.: The Pedal Surfaces of (1,2)-Congruences with a One-Parameter Set of Ellipses, J. Geometry Graphics Vol.2 (1997), 135-149.
[4] Gorjanc, S.: Special Quartics with Triple Points, J. Geometry Graphics Vol. 2 (2002), 111-119.
[5] Gorjanc, S.: Quartics in E3 which have a Triple Point and Touch the Plane at Infinity through the Absolute Conic, Mathematical Communications 9 (2004), 67-78.
[6] Gorjanc, S., Benić, V.: (1,n) Congruences,KoG. 10 (2006), 5-12.
[7] Gorjanc, S., Hoffmann, M.: On the Generalized Gergonne Point and Beyond, Forum Geometricorum 8 (2008), 151-155.
[8] Gorjanc, S., Benić, V.: Inversion of Degree n+2, Acta Mathematica Hungarica 122 (3) (2009), 237-253.
[9] Gorjanc, S., Benić, V.: Special sextics with a quadruple line, Mathematical Communications 14 (1) (2009), 85-102
[10] Gorjanc, S.: Pedal Surfaces of First Order Congruences, KoG 13 (2009), 27-42.
[11] Gorjanc, S.: Rose Surfaces and their Visualizations, J. Geometry Graphics Vol. 13 (2010), 1-9.
[12] Gorjanc, S., Schwarcz, T., Hoffmann, M.: On Central Collineations which Transform a GIven Conic to a Circle, KoG 14 (2010), 47-54.
[13] Gorjanc, S., Hoffmann, M.: The Gergonne Conic, J. Geometry Graphics Vol. 13 (2011), 19-28.
Hrvatska znanstvena bibliografija