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Naučni radovi objavljeni u časopisima (SCI lista)

  • [1] Potkonjak V., M. Popović, M. Lazarević and J. Savanović, “Redundancy problem in writing: from human to anthropomorphic robot arm”, IEEE Trans. On Systems,Man and Cybernetics: part B: Cybernetics, vol.28, No.6, pp.790-805, December,1998.
  • [2] M.Lazarević, D. Lj. Debeljkovic, Z. Lj. Nenadic, S. A. Milinkovic, “Finite time stability of time delay systems”, IMA Journal of Mathematical Control and Information, Vol. 17, No. 2, (2000), pp. 101 – 109.
  • [3] Potkonjak V., M. Lazarević et.al,Human–like behavior of robot arms: general considerations and the handwriting task-Part II: the robot arm in handwriting,Robotics and Computer Integrated Manufacturing 17 (2001),pp. 317-327.
  • [4] Spasić M.A., M.Lazarević, Electroviscoelasticity of Liquid/Liquid Interfaces: Fractional Order Model,Journal of Colloid and Interface Science,282(2005),pp.223-230.
  • [5] M.Lazarević, D. Lj. Debeljkovic, “Finite Time Stability Analysis of Linear Autonomous Fractional Order Systems with Delayed States”, Asian Journal of Control, Vol. 7,No. 4, 2005, pp. 440 – 447.
  • [6] Debeljković D. Lj,M.Lazarević,S.B. Stojanović,M.B. Jovanović, S.A Milinković, Discrete Time Delayed System Stability Theory in the Sense of Lyapunov: New Results,Dynamics of Continuous, Discrete and Impulsive Systems,Canada,Vol. 12,Series B: Numerical Analysis,-Supplement (2005.c) 433-442.
  • [7] M.Lazarević, Finite Time Stability Analysis of PD Fractional Control of Robotic Time Delay Systems, Journal of Mechanics Research Communications,Vol. 33, Iss.2, March-Apr., 2006,pp.269-279.
  • [8] Spasić A., M. Lazarević, A new approach to the phenomena at the interfaces of finely dispersed systems, Journal of Colloid and Interface Science,316,(2007), pp.984-995.
  • [9] Spasić A., M. Lazarević, M. Mitrović, D. Krstić, Colloid electrohydrodynamics,- Chemical Industry and Chemical Engineering Quarterly CICEQ 63 (5a) 511–527 (2009).
  • [10] M.Lazarević, A.Spasić, Finite-Time Stability Analysis of Fractional Order Time Delay Systems:Gronwall`s Approach, Mathematical and Computer Modelling, 2009, 49,(2009), 475-481.
  • [11] M.Živanović, M.Lazarević, Using the Decomposition Principle to Stabilize the Nominal Motion of a Mechanical System with Given Accuracy,Automation and Remote Control,2012, Vol.73, No12,2012, pp.2001-2020.
  • [12] Miljković,Z., Mitić,M., M.Lazarević, Babić,B., Neural Network Reinforcement Learning for Visual Control of Robot Manipulators, Journal Expert Systems with Applications,(ISSN 0957-4174), Article in press_DOI: 10.1016/j.eswa.2012.09.010 – pp.1721-1736, 2013, Elsevier.
  • [13] K.Osman, D. Stamenković,M.Lazarević,Integration of System Design and Production Processes in Robust Mechatronic Product Architectures Development – Extended M-FBFP Framework, Chemical Industry,(Hemijska Industrija), ISSN 2217-7426, DOI: 10.2298/ HEMIND121109003O,2012.
  • [14] Lj.Bučanović,M.Lazarević, S.Batalov,Fractional PID Controllers Tuned by Genetic Algorithms for Expansion Turbine in the Cryogenic Air Separation Process, Chemical Industry,(Hem.Industrija),ISSN2217-7426,DOI:10.2298/HEMIND1308821080Z, 2013.
  • [15] Xiao-Jun Yang, D.Baleanu, M. P. Lazarević,M.Cajić, Fractal boundary value problems for integral and differential equations with local fractional operators,Thermal Science, 2013, DOI: 10.2298/TSCI130717103Y
  • [16] M Cajić, M.P.Lazarević, Fractional order spring/spring-pot/actuator element in a multibodysystem: Application of an expansion formula, Mechanics Research Communications 62 (2014) 44–56.
  • [17] M.P.Lazarević, Elements of mathematical phenomenology of self-organization nonlinear dynamical systems: synergetics and fractional calculus approach, International Journal of Non-Linear Mechanics, http://dx.doi.org/10.1016/j.ijnonlinmec.2014.11.01
  • [18] Lazarević, M. P., & Tzekis, P. (2014). Robust second-order PD type iterative learning control for a class of uncertain fractional order singular systems. Journal of Vibration and Control, 1077546314562241.
  • [19] A. Hedrih, M.P. Lazarević, A. Mitrovic- Jovanovic, Influence of sperm impact Angle on successful fertilization through mZP oscillatory spherical net model, Computers in Biology and Medicine 59 (2015) 19–29. DOI information: 10.1016/j.compbiomed.2015.01.009.

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