Dr Miroslav M. Ristić

Redovni profesor
Departman za matematiku

Članci

[63] N. Mamode Khan, Y. Sunecher, V. Jowaheer, M. M. Ristić, M. Heenaye-Mamode Khan,Investigating GQL-based inferential approaches for non-stationary BINAR(1) model under different quantum of over-dispersion with application, Computational Statistics, (M20) vol.Accepted for publication (2019) [ doi: 10.1007/s00180-018-0836-5]

[62] M. M. Ristić, Y. Sunecher, N. Mamode Khan, V. Jowaheer,A GQL-Based Inference in Non-Stationary BINMA(1) Time Series, Test, (M20) vol.Accepted for publication (2019) [ doi: 10.1007/s11749-018-0615-1]

[61] M. M. Ristić, B. V. Popović,A new bivariate binomial time series model, Markov Processes and Related Fields, (M20) vol.Accepted for publication (2019)

[60] A. S. Nastić, P. N. Laketa, M. M. Ristić,Random environment INAR models of higher order, Revstat - Statistical Journal, (M20) vol.17(1) (2019) 35-65.

[59] A.V. Miletić Ilić, M. M. Ristić, A. S. Nastić, H. S. Bakouch,An INAR(1) model based on a mixed dependent and independent counting series, Journal of Statistical Computation and Simulation, (M20) vol.88(2) (2018) 290-304.

[58] M. M. Ristić, B. V. Popović, K. Zografos, N. Balakrishnan,Discrimination among bivariate beta-generated distributions, Statistics, (M20) vol.52(2) (2018) 303-320.

[57] P. M. Popović, A. S. Nastić, M. M. Ristić,Residual analysis with bivariate INAR(1) models, Revstat - Statistical Journal, (M20) vol.16(3) (2018) 349-363.

[56] P. N. Laketa, A. S. Nastić, M. M. Ristić,Generalized random environment INAR models of higher order, Mediterranean Journal of Mathematics, (M20) vol.15:9 (2018) 1-22.

[55] M. M. Ristić, M. Bourguignon, A. S. Nastić,Zero-Inflated NGINAR(1) process, Communications in Statistics - Theory and Methods, (M20) (2018) Accepted for publication. [ doi: 10.1080/03610926.2018.1435808]

[54] B. V. Popović, M. M. Ristić, N. Balakrishna,A mixed stationary autoregressive model with exponential marginals, Statistical Papers, (M20) vol.58(4) (2017) 1125-1148.

[53] A. S. Nastić, M. M. Ristić, A. V. Miletić-Ilić,A geometric time series model with an alternative dependent Bernoulli counting series, Communications in Statistics - Theory and Methods, (M20) vol.46(2) (2017) 770-785.

[52] A. S. Nastić, M. M. Ristić, A. D. Janjić,A mixed thinning based geometric INAR(1) model, Filomat, (M20) vol.31(13) (2017) 4009-4022.

[51] P. M. Popović, M. M. Ristić, A. S. Nastić,A geometric bivariate time series with different marginal parameters, Statistical Papers, (M20) vol.57(3) (2016) 731–753.

[50] A. S. Nastić, M. M. Ristić, P. M. Popović,Estimation in a Bivariate Integer-Valued Autoregressive Process, Communications in Statistics - Theory and Methods, (M20) vol.45(19) (2016) 5660-5678.

[49] A. S. Nastić, P. N. Laketa, M. M. Ristić,Random environment integer-valued autoregressive process, Journal of Time Series Analysis, (M20) vol.37(2) (2016) 267–287.

[48] A. S. Nastić, M. M. Ristić, M. Djordjević,An INAR model with discrete Laplace marginal distributions, Brazilian Journal of Probability and Statistics, (M20) vol.30(1) (2016) 107-126.

[47] N. Balakrishnan, М. M. Ristić .,Multivariate families of gamma-generated distributions with finite or infinite support above or below the diagonal, Journal of Multivariate Analysis, (M20) vol.143 (2016) 194–207.

[46] B. V. Popović, M. M. Ristić, G. M. Cordeiro,A Two-Parameter Distribution Obtained by Compounding the Generalized Exponential and Exponential Distributions, Mediterranean Journal of Mathematics, (M20) vol.13(5) (2016) 2935–2949.

[45] M. M. Ristić, C. H. Weiss, A. D: Janjić,A binomial integer-valued ARCH model, The International Journal of Biostatistics, (M20) vol.12(2) (2016)

[44] M. M. Ristić, D. Kundu,Generalized exponential geometric extreme distributio, Journal of Statistical Theory and Practice, (M50) vol.10(1) (2016) 179-201.

[43] M. M. Ristić, B. V. Popović, S. Nadarajah,Libby and Novick's generalized beta exponential distribution, Journal of Statistical Computation and Simulation, (M20) vol.85(4) (2015) 740-761.

[42] M. M. Ristić, D. Kundu,Marshall-Olkin generalized exponential distribution, METRON, (M50) vol.73(3) (2015) 317-333.

[41] M. M. Ristić, S. Nadarajah,A new lifetime distribution, Journal of Statistical Computation and Simulation, (M20) vol.84(1) (2014) 135-150.

[40] S. Nadarajah, K. Jayakumar, M. M. Ristić,A new family of lifetime models, Journal of Statistical Computation and Simulation, (M20) vol.83 (2013) 1389-1404.

[39] B. V. Popović, S. Nadarajah, M. M. Ristić,A new non-linear AR(1) time series model having approximate beta marginals, Metrika, (M20) vol.76 (2013) 71-92.

[38] E. Krishna, K. K. Jose, T. Alice, M. M. Ristić,Marshall-Olkin Frechet Distribution, Communications in Statistics – Theory and Methods, (M20) vol.42(22) (2013) 4091-4107.

[37] E. Krishna, K. K. Jose, M. M. Ristić,Applications of Marshall-Olkin Frechet distribution, Communications in Statistics – Simulation and Computation, (M20) vol.42 (2013) 76-89.

[36] M. M. Ristić, A. S. Nastić, A. V. Miletić Ilić,A geometric time series model with dependent Bernoulli counting series, Journal of Time Series Analysis, (M20) vol.34 (2013) 466–476.

[35] S. Nadarajah, B. V. Popović, M. M. Ristić,Compounding: An R package for computing continuous distributions obtained by compounding a continuous and a discrete distribution,  Computational Statistics, (M20) vol.28 (2013) 977-992.

[34] H. S. Bakouch, M. M. Ristić, E. Sandhya, S. Satheesh,Random products and product auto-regression, Filomat, (M20) vol.27(7) (2013) 1197-1203.

[33] M. M. Ristić, N. Balakrishnan ,The gamma-exponentiated exponential distribution, Journal of Statistical Computation and Simulation, (M20) vol.82(8) (2012) 1191-1206.

[32] H. S. Bakouch, M. M. Ristić, A. Asgharzadeh, L. Esmaily, B. M. Al-Zahrani,An exponentiated exponential binomial distribution with application, Statistics and Probability Letters, (M20) vol.82 (2012) 1067–1081.

[31] A. S. Nastić, M. M. Ristić,Some geometric mixed integer-valued autoregressive (INAR) models, Statistics and Probability Letters, (M20) vol.82 (2012) 805-811.

[30] A. S. Nastić, M. M. Ristić, H. S. Bakouch,A combined geometric INAR(p) model based on negative binomial thinning, Mathematical and Computer Modelling, (M20) vol.55 (2012) 1665–1672.

[29] M. M. Ristić, A. S. Nastić, H. S. Bakouch,Estimation in an integer-valued autoregressive process with negative binomial marginals (NBINAR(1)), Communications in Statistics - Theory and Methods, (M20) vol.41 (2012) 606-618.

[28] M. M. Ristić, A. S. Nastić,A mixed INAR(p) model, Journal of Time Series Analysis, (M20) vol.33 (2012) 903–915.

[27] M. M. Ristić, A. S. Nastić, K. Jayakumar, H. S. Bakouch,A bivariate INAR(1) time series model with geometric marginals, Applied Mathematics Letters, (M20) vol.25 (2012) 481–485.

[26] K. K. Jose, M. M. Ristić, Ancy Joseph,Marshall–Olkin bivariate Weibull distributions and processes, Statistical Papers, (M20) vol.52 (2011) 789-798.

[25] B. V. Popović, M. M. Ristić, S. Nadarajah,On a Generalized Mixed AR(1) Time Series Model, Markov Processes Related Fields, (M50) vol.17 (2011) 637–650.

[24] H. S. Bakouch, M. M. Ristić,Zero Truncated Poisson Integer Valued AR(1) Model, Metrika, (M20) vol.72(2) (2010) 265-280.

[23] K. K. Jose, S. R. Naik, M. M. Ristić,Marshall–Olkin q-Weibull distribution and max–min processes, Statistical Papers, (M20) vol.51(4) (2010) 837-851.

[22] K. Jayakumar, M. M. Ristić, D. A. Mundassery,A generalization to bivariate Mittag-Leffler and bivariate discrete Mittag-Leffler autoregressive processes, Communications in Statistics - Theory and Methods, (M20) vol.39(6) (2010) 942-955.

[21] K. K. Jose, J. Ancy, M. M. Ristić,A Marshall-Olkin beta distribution and minification process, Journal of Probability and Statistical Science, (M50) vol.7(2) (2009) 173-186.

[20] H. S. Bakouch, M. M. Ristić,A bivariate beta-gamma autoregressive process (BVBGAR(1)), Communications in Statistics - Theory and Methods, (M20) vol.38:7 (2009) 1113-1131.

[19] M. M. Ristić, H. S. Bakouch, A. S. Nastić,A New Geometric First-Order Integer-Valued Autoregressive (NGINAR(1)) Process, Journal of Statistical Planning and Inference, (M20) vol.139 (2009) 2218-2226.

[18] M. M. Ristić,A generalized semi-Pareto minification process, Statistical Papers, (M20) vol.49 (2008) 343–351.

[17] M. M. Ristić, B. Č, Popović, A. S. Nastić, M. Djordjević,A bivariate Marshall and Olkin exponential minification process, Filomat, (M50) vol.22:1 (2008) 67-75.

[16] M. M. Ristić, K. K. Jose, J. Ancy,A Marshall-Olkin gamma distribution and minification process, STARS: Int. Journal (Sciences), (M50) vol.1(2) (2007) 107-117.

[15] M. M. Ristić,Stationary bivariate minification processes, Statistics and Probability Letters, (M20) vol.76 (2006) 439-445.

[14] B. Č. Popović, M. M. Ristić,Consistent estimating in UAR models, Facta Universitatis (Niš), Ser. Math. Inform., (M50) vol.21 (2006) 57-63.

[13] M. M. Ristić,A Beta-Gamma Autoregressive Process of the Second Order (BGAR(2)), Statistics and Probability Letters, (M20) vol.73 (2005) 403-410.

[12] M. M. Ristić, B. Č. Popović,Parameter estimation for uniform maximum process, Novi Sad Journal of Mathematics, (M50) vol.34 (2004) 47-51.

[11] M. M. Ristić, B. Č. Popović,A bivariate uniform autoregressive process, Annals of the Institute of Statistical Mathematics, (M20) vol.55(4) (2003) 797-802.

[10] M. M. Ristić, B. Č. Popović,The uniform autoregressive process of the second order (UAR(2)), Statistics and Probability Letters, (M20) vol.57 (2002) 113-119.

[9] M. M. Ristić, B. Č. Popović,Estimating of parameters: NUAR(1) process, Publications de L'Institute Mathematique, (M50) vol.70(84) (2001) 63-68.

[8] M. M. Ristić, B. Č. Popović,Estimation in uniform minification processes and their transformations, Matematicki Vesnik, (M50) vol.53 (2001) 29-35.

[7] B. Č. Popović, M. M. Ristić,Matrix representation of BUAR(1), Filomat, (M50) vol.15 (2001) 233-238.

[6] M. M. Ristić, B. Č. Popović,A new uniform AR(1) time series model (NUAR(1)), Publications de L'Institut Mathematique, (M50) vol.68 (82) (2000) 145-152.

[5] M. M. Ristić, B. Č. Popović,Parameter estimation for uniform autoregressive processes, Novi Sad J. Math., (M50) vol.30 (2000) 89-95.

[4] B. Č. Popović, M. M. Ristić,GAREX(2) models: Existence and Possibilities, Mathematica Balkanica, (M50) vol.14 (2000) 145-160.

[3] P. Stanimirović, M. B. Tasić, M. M. Ristić,Symbolic implementation of the Hooke-Jeeves method, YUJOR, (M50) vol.9 (1999) 285-300.

[2] B. Č. Popović, M. M. Ristić,Maximum likelihood estimation for the FAREX(1) model, Filomat, (M50) vol.13 (1999) 149-155.

[1] P. Stanimirović, M. M. Ristić,Representations of (3), (4), (1,3), (1,4) inverses, Mathematica Moravica, (M50) vol.1 (1997) 85-92.