@ARTICLE{
author={Stojanovic Vladica S,Kevkic Tijana S,Vujakovic Jelena,Jelic Gordana,Pazun Brankica},
year={2021},
title={Application of Mellin Transforms in Determination the Probability Distribution of the Stochastic Volatility Models},
journal={UNIVERSITY POLITEHNICA OF BUCHAREST SCIENTIFIC BULLETIN-SERIES A-APPLIED MATHEMATICS AND PHYSICS},
volume={83},
number={1},
pages={169-178},
document_type={Article},
} 

@ARTICLE{
author={Stojanovic Vladica S,Kevkic Tijana S,Ljajko Eugen S,Jelic Gordana},
year={2019},
title={Noise-Indicator Arma Model with Application in Fitting Physically-Based Time Series},
journal={UNIVERSITY POLITEHNICA OF BUCHAREST SCIENTIFIC BULLETIN-SERIES A-APPLIED MATHEMATICS AND PHYSICS},
volume={81},
number={2},
pages={257-264},
document_type={Article},
} 

@ARTICLE{
author={Stojanovic Vladica S,Kevkic Tijana S,Jelic Gordana,Randjelovic Dragan M},
year={2018},
title={Determination of Invariant Measures: An Approach Based on Homotopy Perturbations},
journal={UNIVERSITY POLITEHNICA OF BUCHAREST SCIENTIFIC BULLETIN-SERIES A-APPLIED MATHEMATICS AND PHYSICS},
volume={80},
number={2},
pages={119-128},
document_type={Article},
} 

@ARTICLE{
author={Stojanovic Vladica S,Kevkic Tijana S,Jelic Gordana},
year={2017},
title={Application of the Homotopy Analysis Method in Approximation of Convolution Sstochastic Distributions},
journal={UNIVERSITY POLITEHNICA OF BUCHAREST SCIENTIFIC BULLETIN-SERIES A-APPLIED MATHEMATICS AND PHYSICS},
volume={79},
number={4},
pages={103-112},
document_type={Article},
} 

@ARTICLE{
author={Stojanovic Vladica S,Milovanovic Gradimir V,Jelic Gordana},
year={2016},
title={Distributional properties and parameters estimation of GSB Process: An approach based on characteristic functions},
journal={ALEA-LATIN AMERICAN JOURNAL OF PROBABILITY AND MATHEMATICAL STATISTICS},
volume={13},
number={2},
pages={835-861},
document_type={Article},
} 

@ARTICLE{
author={Jelic Gordana},
year={2015},
title={Asymptotic dynamics and spectral analysis for Schrodinger operator with weakly accelerated potential},
journal={8TH INTERNATIONAL CONFERENCE INTERDISCIPLINARITY IN ENGINEERING, INTER-ENG 2014},
volume={19},
number={},
pages={802-809},
document_type={Proceedings Paper},
} 

