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Articles 9
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TRDizin (1)

1. Modeling physics data with the generalized Marshall-Olkin Kumaraswamy distribution

Gündüz S., ÖZKAN E., Karakaya K.
PLOS ONE , vol.21, no.2 February, 2026 (SCI-Expanded, Scopus) identifier identifier

2. Investigation of the factors affecting post-traumatic stress disorder in survivors of the 2023 Kahramanmaraş earthquakes

Gölbaşı Şimşek G., Noyan Tekeli F., Parim C., Özkan B., Özkan E., Karadağ T., et al.
Acta Psychologica , vol.258, 2025 (SSCI, Scopus) Creative Commons License Sustainable Development identifier identifier identifier

3. Psychological resilience and post-traumatic stress disorder as serial mediators between social connectedness and quality of life among individuals exposed to 2023 Kahramanmaras earthquakes

Karadağ T., Parim C., Ozkan E., Özkan B., Noyan Tekeli F., Golbasi Simsek G., et al.
Natural Hazards , vol.121, no.14, pp.16393-16405, 2025 (SCI-Expanded, Scopus) Creative Commons License identifier identifier

4. Statistical inference with modeling radiation data for a new extension of inverse unit exponential probability distribution

Özkan E., Tanış C., Alqasem O. A., Okutu J. K., Mohamed E. I., Alnagar D. K.
JOURNAL OF RADIATION RESEARCH AND APPLIED SCIENCIES , vol.18, no.2, pp.1-15, 2025 (SCI-Expanded)

5. A New Alternative to the Log-Kumaraswamy Distribution: Properties, Estimation, and Fitting Data

Araibi M. I. A., Mir A. A., Elbatal I., Almetwally E. M., Tanış C., ÖZKAN E., et al.
International Journal of Analysis and Applications , vol.23, 2025 (ESCI, Scopus) identifier identifier

6. MAXIMUM PRODUCT SPACING ESTIMATION FOR ODD LINDLEY HALF LOGISTIC DISTRIBUTION UNDER PROGRESSIVE TYPE-II CENSORING WITH BINOMIAL REMOVALS

Özkan E., Gölbaşı Şimşek G., Tanış C.
INTERNATIONAL JOURNAL OF INDUSTRIAL ENGINEERING : THEORY APPLICATIONS AND PRACTICE , vol.31, no.6, pp.1382-1391, 2024 (SCI-Expanded, Scopus)

7. Generalized Marshall-Olkin exponentiated exponential distribution: Properties and applications

Özkan E., Gölbaşı Şimşek G.
PLOS ONE , vol.18, no.1, pp.123-145, 2023 (SCI-Expanded, Scopus) identifier identifier identifier

8. A NEW ALTERNATIVE SELECTION CRITERION FOR FAMILY OF SOME TRANSMUTED DISTRIBUTIONS BASED ON EXPONENTIAL DISTRIBUTION

Tanış C., Akdoğan Y., Karakaya K., Özkan E.
Mugla Journal of Science and Technology , vol.7, no.1, pp.93-99, 2021 (TRDizin)

9. ESTIMATION OF PARAMETER FOR INVERSE RAYLEIGH DISTRIBUTION UNDER TYPE-I HYBRID CENSORED SAMPLES

Akdogan Y., ÖZKAN E., Karakaya K., Tanis C.
SIGMA JOURNAL OF ENGINEERING AND NATURAL SCIENCES-SIGMA MUHENDISLIK VE FEN BILIMLERI DERGISI , vol.38, no.4, pp.1705-1711, 2020 (ESCI) identifier
Papers Presented at Peer-Reviewed Scientific Conferences 5

1. ON PARAMETER ESTIMATION OF THE GENERALIZED MARSHALL-OLKIN EXPONENTIATED EXPONENTIAL DISTRIBUTION

Özkan E., Gölbaşı Şimşek G.
7th International Researchers, Statisticians, and Young Statisticians Congress , İstanbul, Turkey, 2 - 05 November 2023, pp.97, (Summary Text)

2. Parameter Estimation For Exponentiated Exponential-Poisson Distribution Under Progressive Hybrid Censoring

Özkan E., Saraçoğlu B., Tanış C., Kınacı İ., Kuş C.
5. International Academic Research Congress, Antalya, Turkey, 17 - 21 April 2019, pp.90, (Summary Text)

3. Compaison of Some Transmuted Distribution Family Based ON Exponential Distribution

Özkan E., Tanış C., Akdoğan Y., Karakaya K.
V. INES International Academic Research Congress (INES), Antalya, Turkey, 17 - 21 April 2019, pp.23, (Summary Text)

4. ESTİMATİON VİA EM ALGORİTHM İN INVERSE RAYLEİGH DİSTRİBUTİON BASED ON TYPE-I HYBRİD CENSORED SAMPLE

Akdoğan Y., Özkan E., Karakaya K., Tanış C.
V. INES International Academic Research Congress (INES) , Antalya, Turkey, 17 - 21 April 2019, pp.22, (Summary Text)

5. Point and Interval Estimation for Log-Kumaraswamy Distribution Based on Type I Hybrid Censoring

Özkan E., Saraçoğlu B.
International Conference on Applied Analysis and Mathematical Modeling (ICAAMM), İstanbul, Turkey, 10 - 13 March 2019, pp.217-218, (Summary Text)
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14

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8

Publication (Scopus)

6

Citation (WoS)

18

H-Index (WoS)

2

Citation (Scopus)

15

H-Index (Scopus)

1

Citation (Scholar)

72

H-Index (Scholar)

3

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1

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2
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