The non-homogeneous Vekua equation. (L'équation non-homogène de Vekua.) Rajović, Miloje; Stojilković, Rade; Dimitrovski, Dragan — 1994 Matematichki Vesnik
Monotone generalized nonlinear contractions in partially ordered metric spaces. Ćirić, Ljubomir; Cakić, Nenad; Rajović, Miloje; Ume, Jeong Sheok — 2008 Fixed Point Theory and Applications [electronic only]
The Clairaut and Lagrange areolar equation Miloje Rajović; Dragan Dimitrovski — 2002 Kragujevac Journal of Mathematics
On the oscillations of the solutions of the equation Milena Lekić; Miloje Rajović — 2007 Kragujevac Journal of Mathematics
The first, the second, and the third Liouville formula and periodical solutions of linear differential equation of the second order Miloje Rajović; Rade Stojiljković — 2007 Kragujevac Journal of Mathematics
Elementary Solution of Vecua Equation With Analytic Coefficients on Z, o v e r l i n e Z Miloje Rajović; Dragan Dimitrovski; Rade Stojiljković — 1997 Matematički Vesnik
On locally bounded spaces and their products Ivan D. Aranđelović; Miloje Rajović — 2005 Kragujevac Journal of Mathematics
L'équation Non-homogene de Vécua Miloje Rajović; Rade Stojiljković; Dragan Dimitrovski — 1994 Matematički Vesnik
Amplitudes of linear oscillations determined by linear homogenous differential equation of the second order and Liouville-Besge formulae Miloje Rajović; Dragan Dimitrovski — 2011 Kragujevac Journal of Mathematics
One tripled fixed point result in partially ordered 0-complete partial metric spaces Miloje Rajović; Jelena Vujaković; Milena Lekić — 2013 Kragujevac Journal of Mathematics