Dr. Haroon Mohamad Barakat
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Dr. Haroon Mohamad Barakat

Chairman
Department of Mathematics, Faculty of Science, Zagazig University, Egypt


Highest Degree
Ph.D. in Mathematical Statistics from Moscow State University,Russia

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Biography

Dr. Haroon Mouhamed Barakat is currently working as Professor of Mathematical Statistics at Department of Mathematics, Faculty of Science, Zagazig University, Zagazig, Egypt. He received his PhD degree in 1986 in Mathematical statistics (Theory of probability-Limit theory) `Limit of joint distribution of variational series` at Moscow state University, Moscow. His prior work experience includes Demonstrator, Assistant Lecturer, Lecturer, Associate Professor and Chairman of Mathematics Department, Faculty of Science, Zagazig University, Egypt and also have teaching experience of visiting Assistant Professor and visiting Professor. He supervised 14 PhD theses and 14 MSc theses. He was invited to deliver lectures in number of conferences and workshops. He is also a member of many Egyptian and National Societies. He is serving as editorial board member of 5 journals and referee of more than 20 journals and also referee of Mathematical Reviews, referee and discussant on the board of the refereeing committees of several Ph.D. and M.Sc. theses for different Egyptian, Arabic and Indian universities and also refereed several papers for the Egyptian and Arabic Journals. He published 7 books as author and 104 research articles in national and international peer reviewed journals as author/co-author. He received number of Awards including Marquis Who`s who has selected his biographical profile for inclusion in the 25th Silver Anniversary Edition 2007 and in 2008-2014 of Who`s Who in the world and award for scientific publication in international journals, etc.

Area of Interest:

Bayesian Inference
100%
Mathematical Statistics
62%
Order Statistics
90%
Generalized Order Statistics
75%
Nonparametric Statistics
55%

Research Publications in Numbers

Books
2
Chapters
0
Articles
163
Abstracts
4

Selected Publications

  1. Barakat, H.M. and A.R. Omar, 2023. Limit theorems for order statistics with variable rank under exponential normalization. Sankhya A, 85: 771-783.
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  2. Elgawad, M.A.A., H.M. Barakat and M.A. Alawady, 2022. Concomitants of generalized order statistics from bivariate cambanis family: Some Information measures. Bull. Iran. Math. Soc., 48: 563-585.
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  3. Barakat, H.M., O.M. Khaled and H.A. Ghonem, 2022. Predicting future lifetime for mixture exponential distribution. Commun. Stat. Simul. Comput., 51: 3533-3552.
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  4. Barakat, H.M. and I.A. Shah, 2022. Some characterizations of the exponential distribution by generalized order statistics, with applications to statistical prediction problem. Rev. Colomb. Estad., 45: 149-159.
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  5. Alawady, M.A., H.M. Barakat, S. Xiong and M.A.A. Elgawad, 2022. Concomitants of generalized order statistics from iterated farlie-gumbel-morgenstern type bivariate distribution. Commun. Stat. Theory Methods, 51: 5488-5504.
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  6. Mohamed, M.S., H.M. Barakat, S.A. Alyami and M.A.A. Elgawad, 2021. Fractional entropy-based test of uniformity with power comparisons. J. Math., Vol. 2021. 10.1155/2021/5331260.
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  7. Elgawad, M.A.A., H.M. Barakat, S. Xiong and S.A. Alyami, 2021. Information measures for generalized order statistics and their concomitants under general framework from huang-kotz FGM bivariate distribution. Entropy, Vol. 23. 10.3390/e23030335.
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  8. Elgawad, M.A.A., H.M. Barakat and M.A. Alawady, 2021. Concomitants of generalized order statistics under the generalization of farlie-gumbel-morgenstern- type bivariate distributions. Bull. Iran. Math. Soc., 47: 1045-1068.
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  9. Barakat, H.M., Y.H. Abdelkader and T.S. Taher, 2021. Evaluating the project completion time when non-identical beta distributions govern the activity networks. Am. J. Math. Manage. Sci., 40: 32-43.
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  10. Barakat, H.M., O.M. Khaled and H.A. Ghonem, 2021. New method for prediction of future order statistics. Qual. Technol. Quant. Manage., 18: 101-116.
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  11. Barakat, H.M., M.E. El-Adll and A.E. Aly, 2021. Two-sample nonparametric prediction intervals based on random number of generalized order statistics. Commun. Stat. Theory Methods, 50: 4571-4586.
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  12. Barakat, H.M., M.A. Alawady and M.A.A. Elgawad, 2021. Correction to the paper “A new extension of the FGM copula with an application in reliability” by Rasha Ebaid, Walid Elbadawy, Essam Ahmed & Abdalla Abdelghaly. Commun. Stat. Theory Methods, 10.1080/03610926.2021.1879864.
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  13. Barakat, H.M., E.S.M. Nigm and I.A. Husseiny, 2021. Measures of information in order statistics and their concomitants for the single iterated farlie-gumbel-morgenstern bivariate distribution. Math. Popul. Stud., 28: 154-175.
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  14. Barakat, H.M., E.M. Nigm, M.A. Alawady and I.A. Husseiny, 2021. Concomitants of order statistics and record values from iterated FGM type bivariate-generalized exponential distribution. REVSTAT-Stat. J., 19: 291-307.
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  15. Barakat, H.M., A.W. Aboutahoun, N.N. El-kadar, 2021. On some generalized families arising from mixture normal distribution with applications. Commun. Stat. Simul. Comput., 50: 198-216.
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  16. Barakat, H.M. and I.A. Husseiny, 2021. Some information measures in concomitants of generalized order statistics under iterated Farlie-Gumbel-Morgenstern bivariate type. Quaestiones Math., 44: 581-598.
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  17. Barakat, H., O. Khaled and H. Ghonem, 2021. Predicting future order statistics with random sample size. AIMS Math., 6: 5133-5147.
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  18. Alawady, M.A., H.M. Barakat, S. Xiong and M.A.A. Elgawad, 2021. On concomitants of dual generalized order statistics from Bairamov-Kotz-Becki Farlie-Gumbel-Morgenstern bivariate distributions. Asian-Eur. J. Math., Vol. 14. 10.1142/S1793557121501850.
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  19. Alawady, M.A., H.M. Barakat and M.A.A. Elgawad, 2021. Concomitants of generalized order statistics from bivariate cambanis family of distributions under a general setting. Bull. Malays. Math. Sci. Soc., 44: 3129-3159.
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  20. Abdelkader, Y.H., H.M. Barakat and T.S. Taher, 2021. Evaluating the project completion time when activity networks follow beta distribution. Asian-Eur. J. Math., Vol. 14. 10.1142/S1793557121501102.
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  21. Shah, I.A., H.M. Barakat and A.H. Khan, 2020. Characterizations through generalized and dual generalized order statistics, with an application to statistical prediction problem. Stat. Probab. Lett., Vol. 163. 10.1016/j.spl.2020.108782.
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  22. Elgawad, M.A.A., M.A. Alawady, H.M. Barakat and S. Xiong, 2020. Concomitants of generalized order statistics from huang-kotz farlie-gumble-morgenstern bivariate distribution: some information measures. Bull. Malays. Math. Sci. Soc., 43: 2627-2645.
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  23. Elgawad, M.A.A., H.M. Barakat and T. Yan, 2020. Bivariate limit theorems for record values based on random sample sizes. Sankhya A, 82: 50-67.
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  24. Elgawad, M.A.A., H.M. Barakat and S. Xiong, 2020. Limit distributions of random record model in a stationary Gaussian sequence. Commun. Stat. Theory Methods, 49: 1099-1119.
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  25. Barakat, H.M., O.M. Khaled and N.K. Rakha, 2020. Modeling of extreme values via exponential normalization compared with linear and power normalization. Symmetry, Vol. 12. 10.3390/sym12111876.
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  26. Barakat, H.M., M.A.A. Elgawad and M.A. Alawady, 2020. Asymptotic order statistics of mixtures of distributions. Rocky Mt. J. Math., 50: 429-443.
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  27. Barakat, H.M., E.M. Nigm and M.H. Harpy, 2020. Limit theorems for univariate and bivariate order statistics with variable ranks. Statistics, 54: 737-755.
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  28. Barakat, H.M., E.M. Nigm and M.H. Harpy, 2020. Asymptotic behavior of the maximum of multivariate order statistics in a norm sense. Braz. J. Probab. Stat., 34: 868-884.
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  29. Barakat, H.M. and M.H. Harpy, 2020. Asymptotic behavior of the records of multivariate random sequences in a norm sense. Math. Slovaca, 70: 1457-1468.
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  30. Haroon, M., W. Abdallah, N.N. Barakat and A. EL-kadar, 2019. An extension of the skew-normal distribution. J. Stat. Appl. Pro., 8: 155-163.
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  31. Essawe, F.H., M.A. Elgawad, H.M. Barakat and H. Zhao, 2019. Limit theorems for bivariate generalised order statistics in stationary gaussian sequences with random sample sizes. Proc. Latv. Acad. Sci: Sect. B, 73: 525-532.
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  32. Barakat, H.M., E.M. Nigm, M.A. Alawady and I.A. Husseiny, 2019. Concomitants of order statistics and record values from generalization of FGM bivariate-generalized exponential distribution. J. Stat. Theory Appl., 18: 309-322.
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  33. Barakat, H.M., E.M. Nigm and E.O.A. Zaid, 2019. Asymptotic distributions of record values under exponential normalization. Bull. Belg. Math. Soc. Simon Stevin, 26: 743-758.
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  34. Barakat, H.M., E.M. Nigm and A.H. Syam, 2019. Concomitants of ordered variables from huang-kotz FGM type bivariate generalized exponential distribution. Bull. Malays. Math. Sci. Soc., 42: 337-353.
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  35. Barakat, H.M., 2019. A family of waiting time distributions arising from a bivariate bernoulli scheme. Indian J. Pure Appl. Math., 50: 213-224.
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  36. Barakat, H.M. and M.A.A. Elgawad, 2019. Asymptotic behavior of the record values in a stationary Gaussian sequence, with applications. Math. Slovaca, 69: 707-720.
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  37. Aly, A.E., H.M. Barakat and M.E. El-Adll, 2019. Prediction intervals of the record-values process. REVSTAT-Stat. J., 17: 401-427.
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  38. Zaid, E.O.A., H.M. Barakat and E.M. Nigm, 2018. Limit distributions of generalized order statistics in a stationary Gaussian sequence. Quaestiones Math., 41: 629-642.
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  39. Barakat, H.M., O.M. Khaled and N.K. Rakha, 2018. Modern techniques in data analysis, with application to the water pollution. Proc. Latv. Acad. Sci: Sect. B, 72: 184-192.
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  40. Barakat, H.M., M.A.A. Elgawad, H. Qin and T. Yan, 2018. Limit theory of bivariate generalized order statistics with random sample size. Math. Meth. Stat., 27: 47-59.
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  41. Barakat, H.M., M.A.A. Elgawad and T. Yan, 2018. Generalized-order statistics with random indices. Commun. Stat. Theory Methods, 47: 2859-2868.
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  42. Barakat, H.M., E.M. Nigm, O.M. Khaled and H.A. Alaswed, 2018. The estimations under power normalization for the tail index, with comparison. AStA Adv. Stat. Anal., 102: 431-454.
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  43. Barakat, H.M., E.M. Nigm and A.H. Syam, 2018. Concomitants of order statistics and record values from Bairamov-Kotz-Becki-FGM bivariate-generalized exponential distribution. Filomat, 32: 3313-3324.
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  44. Barakata, H.M., M.A. Elgawadb and T. Yanc, 2017. Asymptotic behavior of record values with random indices. Prob. Stat. Forum, 10: 16-22.
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  45. Barakat, H.M., E.M. Nigm and A.M. Alaswed, 2017. The hill estimators under power normalization. Applied Math. Model., 45: 813-822.
  46. Barakat, H.M. and M.A. Elgawad, 2017. Asymptotic behavior of the joint record values, with applications. Stat. Prob. Lett., 124: 13-21.
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  47. Abd Elgawad, M.A., H.M. Barakat, H. Qin and T. Yan, 2017. Limit theory of bivariate dual generalized order statistics with random index. Statistics, 51: 572-590.
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  48. Barakat, H.M., E.S.M. Nigm and E.O.A. Zaid, 2016. Generalized order statistics with random indices in a stationary gaussian sequence. Applied Math., 10: 1081-1090.
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  49. Barakat, H.M., E.M. Nigm, O.M. Khaled and H.A. Alaswed, 2016. The counterparts of hill estimators under power normalization. J. Applied Stat. Sci., 22: 87-98.
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  50. Barakat, H.M., E.M. Nigm and E.A. Zaid, 2016. On the continuation of the limit distribution of central order statistics under power normalization. Applic. Math., 43: 145-155.
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  51. Barakat, H.M. and A.R. Omar, 2016. A note on domains of attraction of the limit laws of intermediate order statistics under power normalization. Stat. Methodol., 31: 1-7.
  52. Shah, I.A., A.H. Khan and H.M. Barakat, 2015. Translation, contraction and dilation of dual generalized order statistics. Stat. Probab. Lett., 107: 131-135.
  53. Barakat, H.M., E.M. Nigm, O.M. Khaled and F.M. Khan, 2015. Bootstrap order statistics and modeling study of the air pollution. Comm. Stat. Simul. Comput., 44: 1477-1491.
  54. Barakat, H.M., E.M. Nigm and O.M. Khaled, 2015. Bootstrap method for central and intermediate order statistics under power normalization. Kybernetika, 51: 923-932.
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  55. Barakat, H.M., E.M. Nigm and M.A. Elgawad, 2015. Limit theory for bivariate central and bivariate intermediate dual generalized order statistics. J. Probab. Math. Stat., 35: 267-284.
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  56. Barakat, H.M., E.M. Nigm and M.A. Al-Awady, 2015. Asymptotic properties of multivariate order statistics with random index. Bull. Malaysian Math. Soc., 38: 289-301.
  57. Barakat, H.M., E.M. Nigm and A.M. Elsawah, 2015. Asymptotic distributions of the generalized range, midrange, extremal quotient and extremal product, with a comparison study. Comm. Statis. Theory Meth., 44: 900-913.
  58. Barakat, H.M., E.M. Nigm and A.M. ElSawah, 2015. On asymptotic behavior of some record functions. Prob. Stat. Forum, 8: 124-129.
  59. Barakat, H.M., 2015. Asymptotic distributions of order statistics and record values arising from some families of extended distribution functions. Elect. J. Math. Anal. Applic., 3: 180-187.
  60. Barakat, H.M., 2015. A new method for adding two parameters to a family of distributions with application to the normal and exponential families. Stat. Meth. Applic., 24: 359-372.
  61. Barakat, H.M. and A.R. Omar, 2015. On convergence of intermediate order statistics under power normalization. J. Stat. Applic. Prob., 4: 405-409.
  62. Shah, I.A., A.H. Khan and H.M. Barakat, 2014. Random translation, dilation and contraction of order statistics. Stat. Probability Lett., 92: 209-214.
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  63. Barakat, H.M., M.E. El-Adll and A.E. Aly, 2014. Prediction intervals of future observations for a sample of random size from any continuous distribution. Math. Comput. Simulat., 97: 1-13.
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  64. Barakat, H.M., E.M. Nigm and R.A. Aldallal, 2014. Current records and record range with some applications. J. Kor. Stat. Soc., 43: 263-273.
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  65. Barakat, H.M., E.M. Nigm and O.M. Khaled, 2014. Statistical modeling of extremes under linear and power normalizations with applications to air pollution. Kuwait J. Sci., 41: 1-19.
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  66. Barakat, H.M., E.M. Nigm and M.A. Elgawad, 2014. Limit theory for joint generalized order statistics. Revstat Stat. J., 12: 199-220.
  67. Barakat, H.M., E.M. Nigm and M.A. Elgawad, 2014. Limit theory for bivariate extreme generalized order statistics and dual generalized order statistics. ALEA, Lat. Am. J. Probab. Math. Stat., 11: 331-340.
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  68. Barakat, H.M. and E.M. Nigm, 2014. Asymptotic distributions of order statistics and record values arising from the class of beta-generated distributions. Statistics, 48: 1005-1012.
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  69. Barakat, H., E. Nigm and R. Aldallal, 2014. Exact prediction intervals for future current records and record range from any continuous distribution. SORT-Stat. Operat. Res. Trans., 38: 251-270.
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  70. Barakat, H.M., M.E. El-Adll and A.E. Aly, 2011. Exact prediction intervals for future exponential lifetime based on random generalized order statistics. J. Comput. Math. Appl., 61: 1366-1378.
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  71. Barakat, H.M., E.M. Nigm and M.E. El-Adll, 2010. Comparison between the rates of convergence of extremes under linear and under power normalization. Stat. Pap., 51: 149-164.
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  72. Barakat, H.M. and E.M. Nigm, 2010. On the rate of convergence to asymptotic independence between order statistics under power normalization with extension to the generalized order statistics. Indian J. Pure Applied Math., 41: 703-714.
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  73. Barakat, H.M., M.E. Ghitany and E.K. Al-Hussaini, 2009. Asymptotic distributions of order statistics and record values under the Marshall-Olkin parametrization operation. J. Commun. Stat.: Theory Methods, 38: 2267-2273.
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  74. Barakat, H.M., 2009. Nonparametric general criterion of asymptotic dependence between order statistics. J. Commun. Stat.: Theory Methods, 38: 1960-1968.
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  75. Barakat, H.M., 2009. Multivariate order statistics based on dependent and nonidentically distributed random variables. J. Multivariate Anal., 100: 81-90.
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  76. Barakat, H.M. and M.E. El-Adll, 2009. Asymptotic theory of extreme dual generalized order statistics. Stat. Probab. Lett., 79: 1252-1259.
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  77. Barakat, H.M., 2007. Limit theory of generalized order statistics. J. Stat. Plann. Inference, 137: 1-11.
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  78. Barakat, H.M., 2006. Comments on the rate of convergence to asymptotic independence between order statistics. Stat. Probab. Lett., 76: 35-38.
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  79. Barakat, H.M., 2006. A general recurrence relation for the moments of bivariate and trivariate order statistics. J. Commun. Stat., 35: 1985-1992.
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  80. Barakat, H.M., E.M. Nigm and M.A. Askar, 2005. A note on the convergence of trivariate extreme order statistics and extension. J. Applied Math. Comput., 18: 247-259.
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  81. Barakat, H.M. and M.A. El-Shandidy, 2005. On the computing of the moments of bivariate order statistics. J. Stat. Plann. Inference, 134: 15-25.
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  82. Barakat, H.M., E.M. Nigm and M.M. Askar, 2004. On the trivariate extreme value distributions. J. Stat. Plann. Inference, 118: 19-35.
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  83. Barakat, H.M., E.M. Nigm and M.E. El-Adll, 2004. Asymptotic properties of random extremes under general normalization from nonidentical distributions. METRIKA, 59: 275-287.
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  84. Barakat, H.M. and M.A. El-Shandidy, 2004. On general asymptotic behaviour of order statistics with random index. Bull. Malays. Math. Sci. Soc., 27: 169-183.
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  85. Barakat, H.M. and Y.H. Abdelkader, 2003. Computing the moments of order statistics from nonidentical random variables. Stat. Meth. Appl., 13: 15-26.
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  86. Barakat, H.M. and E.M. Nigm, 2003. Some asymptotic stability properties of extreme order statistics under power normalization. Kuwait J. Sci. Eng., 29: 15-27.
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  87. Barakat, H.M., E.M. Nigm and M.E. El-Adll, 2002. Continuation theorems of the extremes under power normalization. J. Applied Math. Comput., 10: 1-15.
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  88. Barakat, H.M., 2002. On the confidence region for the bivariate co-ordinate-wise quantiles of the continuous bivariate distribution functions. Stat. Probab. Lett., 56: 37-43.
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  89. Barakat, H.M. and E.M. Nigm, 2002. Extreme order statistics under power normalization and random sample size. Kuwait J. Sci. Eng., 29: 27-41.
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  90. Barakat, H.M., 2001. The asymptotic distribution theory of bivariate order statistics. Ann. Inst. Stat. Math., 53: 487-497.
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