Ahmed Z. Afify|Publications

Benha University

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Dr. Ahmed Z. Afify :: Publications:

Research Fields

Simulation

Distribution Theory

Data Analysis

Reliability

Estimation

Number of publications is 182

Title

1-Extended odd Weibull Nadar-ajah–Haghighi distribution: Its properties, inference, and applications.

2-Efficient parameter estimation for the Poisson–Ailamujia distribution under ranked set and simple random sampling.

3-Classical and Bayesian estimation of stress–strength reliability in the X-Lindley distribution under progressive censoring.

4-Modeling A flexible extension of the log-logistic model with diverse failure rate shapes and applications.

5-The modified Kies-Kavya-Manoharan family: properties, inference, and applications.

6-Statistical inference of the generalized process capability index for the discrete Lindley distribution.

7-The modified loglogistic distribution: properties and inference with real-life data applications.

8-A unified flexible Weibull-H family for modeling real-life data with properties, Bayesian and non-Bayesian inference.

9-A new flexible Weibull distribution for modeling real-life data: Improved estimators, properties, and applications.

10-Modeling lifetime and count data using a unified flexible family: Its discrete counterpart, properties, and inference.

11-A novel flexible exponential-G family: Properties, estimation, and applications in environmental and engineering sciences.

12-Enhanced log ratio calibration methods for stratified variance estimation in survey sampling.

13-Statistical inference of the generalized process capability index for the discrete Lindley distribution.

14-The modified log-logistic distribution: properties and inference with real-life data applications.

15-A unified flexible Weibull-H family for modeling real-life data with properties, Bayesian and non-Bayesian inference.

16-A new flexible Weibull distribution for modeling real-life data: Improved estimators, properties, and applications

17-Modeling lifetime and count data using a unified flexible family: Its discrete counterpart, properties, and inference

18-Modelling veterinary medical data utilizing a new generalized Marshall-Olkin transmuted generator of distributions with statistical properties.

19-A unified exponential-H family for modeling real-life data: properties and inference.

20-The accelerated failure time regression model under the extended-exponential distribution with survival analysis.

21-A new oneparameter flexible family with variable failure rate shapes: properties, inference, and real-life applications.

22-The Lambert-G family: properties, inference, and applications.

23-A new zero–inflated regression model with applications to Australian health survey and biochemistry graduate students data.

24-Forecasting of crude oil prices using hybrid time series and machine learning models.

25-An extended symmetrical and asymmetrical generator: properties, inference, actuarial measures, and applications.

26-A new modified estimator of population variance in calibrated survey sampling.

27-A unified family for generating probabilistic models: properties, Bayesian and non-Bayesian inference with real-data applications.

28-Properties, estimation, and applications of the extended log-logistic distribution.

29-The exponentiated-Weibull proportional hazard regression model with application to censored survival data.

30-The flexible Fréchet distribution: properties, inference, and medical applications.

31-The extended loglogistic distribution: properties, inference, and applications in medicine and geology.

32-The Marshall–Olkin Pareto type-I distribution: properties, inference under complete and censored samples with application to breast cancer data.

33-The extended Kumaraswamy generated family: properties, inference and applications in applied fields.

34-Classical and Bayesian estimation for type-I extended-F family with an actuarial application.

35-A novel extension of the reduced-Kies family: properties, inference, and applications to reliability engineering data.

36-The weighted Lindley-G family of probabilistic models: properties, inference, and applications to real-life data.

37-The logistic exponential Poisson distribution with mathematical properties and application.

38- A new cubic transmuted power-function distribution: properties, inference, and applications.

39-A novel extended power-Lomax distribution for modeling real-life data: properties and inference.

40-Complete study of an original power-exponential transformation approach for generalizing probability distributions.

41-Properties and estimation approaches of the odd JCA family with applications.

42-The extended exponential-Weibull accelerated failure time model with application to Sudan COVID-19 data.

43-The extended-exponential distribution: properties, estimation methods, and applications.

44-Inference on constant stress accelerated life tests under exponentiated exponential distribution.

45-A new heavy-tailed exponential distribution: inference, regression model and applications.

46-A New Weighted-Lindley Distribution: Properties, Classical and Bayesian Estimation with an Application

47-A new asymmetric extended family: Properties and estimation methods with actuarial applications

48-The Extended Exponential Weibull Distribution: Properties, Inference, and Applications to Real-Life Data

49-Short-Term Prediction of COVID-19 Using Novel Hybrid Ensemble Empirical Mode Decomposition and Error Trend Seasonal Model

50-Classical and Bayesian inference of the weighted-exponential distribution with an application to insurance data.

51-The extended Weibull–Fréchet distribution: properties, inference, and applications in medicine and engineering.

52-The extended failure rate family: properties and applications in the engineering and insurance fields.

53-A new class of the power function distribution: theory and inference with an application to engineering data.

54-The discrete power-Ailamujia distribution: properties, inference, and applications.

55-The gamma–Gompertz distribution: theory and applications.

56- A new unit distribution: properties, inference, and applications.

57-A new one-parameter discrete exponential distribution: properties, inference, and applications to COVID-19 data.

58-Powermodified Kies-exponential distribution: properties, classical and Bayesian inference with an application to engineering data.

59-The MarshallOlkin-Weibull-H family: Estimation, simulations, and applications to COVID-19 data.

60-Objective Bayesian analysis for multiple repairable systems.

61- The exponentiated Burr–Hatke distribution and its discrete version: reliability properties with CSALT model, inference and applications.

62-The complementary exponentiated Lomax-Poisson distribution with applications to bladder cancer and failure data

63- A new generalization of Lehmann type-II distribution: theory, simulation, and applications to survival and failure rate data.

64-The Marshall-Olkin modified Burr III distribution: properties and applications

65- On the omega distribution: some properties and estimation.

66- The exponential T-X family of distributions: properties and an application to insurance data.

67-A new extended geometric distribution: properties, regression model, and actuarial applications.

68- Reliability properties of the NDL family of discrete distributions with its inference.

69-The extended loglogistic distribution: inference and actuarial applications.

70-The flexible Burr X-G family: properties, inference, and applications in engineering science.

71-Modeling liver cancer and leukemia data using arcsine-gaussian distribution.

72-Estimation methods for the discrete Poisson-Lindley and discrete Lindley distributions with actuarial measures and applications in medicine.

73-A new generalized family of distributions: properties and applications.

74-Inference on generalized inverse-Pareto distribution under complete and censored samples.

75-Modeling COVID-19 pandemic dynamics in two asian countries.

76-The discrete type-ii half-logistic exponential distribution with applications to COVID-19 data.

77-A new exponential-X family: modeling extreme value data in finance sector.

78-The extended Burr-R class: properties, applications and modified test for censored data.

79-Bayesian and classical inference under type-II censored samples of the extended inverse Gompertz distribution with engineering applications.

80-Marshall-Olkin alpha power Rayleigh distribution: properties, characterizations, estimation and engineering applications.

81-A new extended model with bathtub shaped failure rate: properties, simulation, and applications to failure rate andsurvival data.

82-Modeling engineering data using extended power-Lindley distribution: properties and estimation methods.

83-The Fréchet Topp Leone-G family of distributions: properties, characterizations and applications.

84-A new skewed discrete model: properties, inference, and applications.

85-The uniform Poisson–Ailamujia distribution: actuarial measures and applications in biological science.

86-On three-parameter exponential distribution: properties, Bayesian and non-Bayesian estimation based on complete and censored samples.

87-Topp–Leone odd log-logistic exponential distribution: its improved estimators and applications.

88-A new inverse Weibull distribution: properties, classical and Bayesian estimation with applications.

89-The Marshall-Olkin odd Burr III-G family: theory, estimation, and engineering applications.

90-A new two-parameter Burr-Hatke distribution: properties and Bayesian and non-Bayesian inference with applications.

91-The WeibullG Poisson family for analyzing lifetime data.

92-ToppLeone moment exponential distribution: properties and applications.

93-Type II exponentiated half logistic generated family of distributions with applications.

94-The four-parameter Fréchet distribution: Properties and applications.

95- The Marshall–Olkin transmuted-G family of distributions.

96-The modified Kumaraswamy Weibull distribution: properties and applications in reliability and engineering sciences.

97- Estimation methods of alpha power exponential distribution with applications to engineering and medical data

98-A new three-parameter exponential distribution with applications in reliability and engineering.

99-The extended Burr XII distribution: properties and applications.

100-On a new extension of weibull distribution: properties, estimation and applications to one and two causes of failures.

101-A new extended-F family: properties and applications to lifetime data.

102-The xgamma family: censored regression modelling and applications.

103-Progressive type-II censoring schemes of extended odd Weibull exponential distribution with applications in medicine and engineering.

104-Type-I heavytailed family with applications in medicine, engineering and insurance.

105-The odd log-logistic Lindley-G family of distributions: properties, Bayesian and non-Bayesian estimation with applications.

106-A new modified Kies family: properties, estimation under complete and type-II censored samples, and engineering applications.

107-The odd Chen generator of distributions: properties and estimation methods with applications in medicine and engineering.

108-. A new discrete analog of the continuous Lindley distribution, with reliability applications

109-The arcsine exponentiated-X family: validation and insurance application.

110- The Extended Inverse Weibull Distribution: Properties and Applications.

111- A new extended two-parameter distribution: properties, estimation methods, and applications in medicine and geology.

112- Marshall –Olkin power generalized Weibull distribution with applications in engineering and medicine

113- The Weibull Marshall-Olkin Lindley: Properties and Estimation.

114-The heavy-tailed exponential distribution: Risk measures, estimation, and application to actuarial data.

115- The odd Dagum family of distributions: properties and applications.

116-The odd exponentiated half-logistic exponential distribution: estimation methods and application to engineering data.

117-A new three-parameter exponential distribution with variable shapes for the hazard rate: estimation and applications.

118-A new generalized family of distributions for lifetime data.

119- A new aging concept derived from the increasing convex ordering.

120- A new extended Weibull model for lifetime data.

121-The generalized odd halflogistic family of distributions with regression models

122-The generalized Kumaraswa-my-G family of distributions

123-The generalized Burr XII power series distributions with properties and applications.

124-The transmuted transmuted-G family: properties and applications.

125-The Alpha Power Transformation Family: Properties and Applications.

126-The odd inverse Pareto-G class: properties and applications.

127-The Weibull Marshall–Olkin family: regression model and application to censored data.

128-Marshall-Olkin alpha power family of distributions with applications.

129-The quasi xgammageometric distribution with application in medicine.

130-The odd Lomax generator of distributions: properties, estimation and applications.

131- The generalized odd Lindley-G family: properties and applications.

132-The Lindley Weibull distribution: properties and applications

133-The Burr X Fréchet distribution with its properties and applications

134-The Transmuted Exponentiated Additive Weibull Distribution: Properties and Applications

Abstract' | Full paper

135-The four-parameter Burr XII distribution: Properties, regression model, and applications

136-The Marshall-Olkin generalized-G family of distributions with Applications

137-FINITE RANGE LIFE DISTRIBUTIONS OF COHERENT DEPENDENT SYSTEMS

138-Properties of the transmuted Burr XII distribution, regression and its applications

139-The odd log-logistic Dagum distribution: properties and applications

140-Toward the evaluation of P (X (t)> Y (t)) when both X (t) and Y (t) are inactivity times of two systems

141-The odd Lindley Burr XII distribution with applications

142- A new three-parameter Fréchet distribution: properties and applications.

143-The Kumaraswamy exponentiated Fréchet distribution.

144-The odd exponentiated half-logistic Burr XII distribution.

145-The extended odd Weibull-G family: properties and applications.

146-The complementary generalized transmuted Poisson-G family of distributions.

147-The Burr X Pareto distribution: properties, applications and VaR estimation.

148-The Marshall-Olkin additive Weibull distribution with variable shapes for the hazard rate.

149-The extended exponential distribution and its applications

150-The beta exponential Fréchet distribution with applications

Abstract' | Full paper

151-The generalized transmuted-G family of distributions

Abstract' | Full paper

152-The odd exponentiated half-logistic-G family: properties, characterizations and applications

Abstract' | Full paper

153-The modified exponential distribution with applications

Abstract' | Full paper

154-A new lifetime model with variable shapes for the hazard rate

Abstract' | Full paper

155-The beta Weibull-G family of distributions: theory, characterizations and applications

Abstract' | Full paper

156-The beta transmuted-H family for lifetime data

Abstract' | Full paper

157-The exponentiated Weibull-H family of distributions: theory and applications

Abstract' | Full paper

158-The Burr X generator of distributions for lifetime data

Abstract' | Full paper

159-PROPERTIES OF THE FOUR-PARAMETER WEIBULL DISTRIBUTION AND ITS APPLICATIONS

160-The Extended Burr XII Distribution with Variable Shapes for the Hazard Rate

161-A New Extension of Weibull Distribution: Properties and Different Methods of Estimation

162-The Odd Log-Logistic Exponentiated Weibull Distribution: Regression Modelling, Properties and Applications

163-An Extended Burr XII Distribution: Properties, Inference and Applications

164-A new four-parameter Weibull model for lifetime data

Abstract' | Full paper

165-The Weibull Fréchet distribution and its applications

Abstract' | Full paper

166-The transmuted geometric-G family of distributions: theory and applications

Abstract' | Full paper

167-Kumaraswamy transmuted exponentiated additive Weibull distribution

Abstract' | Full paper

168-The transmuted Weibull-Pareto distribution

Abstract' | Full paper

169-On six-parameter Frechet distribution: properties and applications

Abstract' | Full paper

170-The Kumaraswamy transmuted-G family of distributions: Properties and applications

171-The exponentiated Weibull-Pareto distribution with application

Abstract' | Full paper

172-The Kumaraswamy Marshall-Olkin Fréchet distribution with applications

Abstract' | Full paper

173-The complementary geometric transmuted-G family of distributions: model, properties and application

Abstract' | Full paper

174-The Transmuted Marshall-Olkin Frechet Distribution: Properties and Applications

Abstract' | Full paper

175-Exponentiated Transmuted Generalized Rayleigh Distribution: A New Four Parameter Rayleigh Distribution

Abstract' | Full paper

176-The Transmuted Weibull Lomax Distribution: Properties and Application

Abstract' | Full paper

177-ON FIVE-PARAMETER BURR XII DISTRIBUTION: PROPERTIES AND APPLICATIONS

Abstract' | Full paper

178-The transmuted exponentiated generalized-G family of distributions

Abstract' | Full paper

179-Transmuted Complementary Weibull Geometric Distribution

Abstract' | Full paper

180-Characterization Of Exponential and Power Function Distributions Using s th Truncated Moments Of Order Statistics

Abstract' | Full paper

181-Two Characterizations of Gamma Distribution in Terms of s th Conditional Moments

Abstract' | Full paper

182-Characterization of Probability Distributions

Abstract' | Full paper

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