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Elsayed Mahsoub Ahmed Nigm
Faculty Science - Department Mathematics Department
Scientific degrees
BSc In NULL, [1983]
MSc In NULL, [1987]
PhD In NULL, [1990]
الحالة الوظيفية الحالية :
قائم بالعمل
Academic Jobs
معيد : 29/2/1984
Doctor Assisant : 19/8/1987
Doctor : 27/11/1990
Professor Assisant : 20/2/2001
Professor : 24/7/2006
Professor Emeritus : 13/1/2017
Publications
1 -
On the continuation of the limit distribution of intermediate order statistics under power normalization (2013).
2 -
Limit theorems for random maximum of independent and non-identically distributed random vectors (2013).
3 -
Asymptotic Distributions of the Generalized and the Dual Generalized Extremal Quotient (2013).
4 -
Extreme value modeling under power normalization (2013).
5 -
Evaluating the Performance of Reverse Encryption Algorithm (REA) on the Databases (2013).
6 -
Security Analysis of Reverse Encryption Algorithm for Databases (2013).
7 -
Generalized Order Statistics with Random Indices in a Stationary Gaussian Sequence (2016).
8 -
Limit Theorems of Order Statistics and Record Values from the Gamma- and Kumaraswamy-Generated- Distributions (2017).
9 -
The Hill estimators under power normalization (2017).
10 -
Limit distributions of order statistics with random indices in a stationary Gaussian sequence (2017).
11 -
Concomitants of Ordered Variables from Huang–Kotz FGM Type Bivariate Generalized Exponential Distribution (2019).
12 -
Concomitants of Ordered Variables from Huang–Kotz FGM Type Bivariate Generalized Exponential Distribution (2019).
13 -
Concomitants of Ordered Variables from Huang–Kotz FGM Type Bivariate Generalized Exponential Distribution (2019).
14 -
Concomitants of Order Statistics and Record Values from Bairamov-Kotz-Becki-FGM Bivariate-Generalized Exponential Distribution (2018).
15 -
Concomitants of Order Statistics and Record Values from Generalization of FGM Bivariate-Generalized Exponential Q1 Distribution (2019).
Research Area
On the continuation of the limit distribution of intermediate order statistics under power normalization
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