
| Title | Author | Year | SCOPUS | PUBMED | ISI | TCI | |
|---|---|---|---|---|---|---|---|
| 1. | A necessary condition for lower finitetime ruin probability under xl-reinsurance in the discrete-time risk process with exponential claims | Ieosanurak, W. Sangaroon, K. Klongdee, W. |
2014 | ||||
| 2. | Denoising high density salt and pepper noise image based on euclidean-like distance | Ieosanurak, W. Klongdee, W. |
2016 | ||||
| 3. | Noise reduction based on standard deviation of strip window | Ieosanurak, W. Klongdee, W. |
2016 | ||||
| 4. | A novel classification based on ellipse for face recognition | Ieosanurak, W. Klongdee, W. |
2018 | ||||
| 5. | Face classification based on PCA by using the center and foci of an ellipse | Ieosanurak, W. Klongdee, W. |
2018 | ||||
| 6. | Face classification based on PCA by using the centroid of a triangle | Klongdee, W. Ieosanurak, W. |
2018 | ||||
| 7. | Face classification using adjusted histogram in grayscale | Ieosanurak, W. Klongdee, W. |
2018 | ||||
| 8. | Minimum distance of a triangle vertices for face classification | Ieosanurak, W. Klongdee, W. |
2018 | ||||
| 9. | A New Sushila Distribution: Properties and Applications | Boonthiem, S. Moumeesri, A. Klongdee, W. Ieosanurak, W. |
2022 | ||||
| 10. | Traffic flow prediction under non-recurrent events using microscopic simulation | Wiwatanapataphee, B. Ieosanurak, W. Wu, Y.H. Jacoby, G. Zhang, X. |
2022 | ||||
| 11. | On the Pulling Linear Regression and Its Applications in Digital Mammograms | Tepkasetkul, N. Ieosanurak, W. Intharah, T. Klongdee, W. |
2023 | ||||
| 12. | Properties and Applications of Klongdee Distribution in Actuarial Science | Moumeesri, A. Ieosanurak, W. |
2023 | ||||
| 13. | Enhanced Insurance Risk Assessment using Discrete Four-Variate Sarmanov Distributions and Generalized Linear Models | Prunglerdbuathong, P. Pongsart, T. Ieosanurak, W. Klongdee, W. |
2024 | ||||
| 14. | An Adaptive Quadratic Transmuted Exponential Distribution: Unbounded Weight Parameter and Mixed Poisson Model Integrations | Ieosanurak, W. Moumeesri, A. |
2025 | ||||
| 15. | Estimating Ruin Probability in an Insurance Risk Model Using the Wang-PH Transform Through Claim Simulation | Ieosanurak, W. Moumeesri, A. |
2025 | Count | 15 | 0 | 0 | 0 |
| Title | Authors | Year | Publication name | Cited count | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| < 2020 | 2021 | 2022 | 2023 | 2024 | 2025 | Total | ||||||
| 1. | A necessary condition for lower finitetime ruin probability under xl-reinsurance in the discrete-time risk process with exponential claims | Ieosanurak, W. Sangaroon, K. Klongdee, W. |
2014 |
Far East Journal of Mathematical Sciences 2 (95), pp. 133-142 |
||||||||
| 2. | Denoising high density salt and pepper noise image based on euclidean-like distance | Ieosanurak, W. Klongdee, W. |
2016 |
Far East Journal of Electronics and Communications 3 (16), pp. 629-643 |
||||||||
| 3. | Noise reduction based on standard deviation of strip window | Ieosanurak, W. Klongdee, W. |
2016 |
Far East Journal of Electronics and Communications 1 (16), pp. 89-100 |
||||||||
| 4. | A novel classification based on ellipse for face recognition | Ieosanurak, W. Klongdee, W. |
2018 |
Journal of Information Hiding and Multimedia Signal Processing 3 (9), pp. 620-628 |
||||||||
| 5. | Face classification based on PCA by using the center and foci of an ellipse | Ieosanurak, W. Klongdee, W. |
2018 |
International Journal of Circuits, Systems and Signal Processing (12), pp. 653-660 |
||||||||
| 6. | Face classification based on PCA by using the centroid of a triangle | Klongdee, W. Ieosanurak, W. |
2018 |
International Journal of Circuits, Systems and Signal Processing (12), pp. 526-531 |
||||||||
| 7. | Face classification using adjusted histogram in grayscale | Ieosanurak, W. Klongdee, W. |
2018 |
Lecture Notes in Engineering and Computer Science (2233), pp. 276-278 |
||||||||
| 8. | Minimum distance of a triangle vertices for face classification | Ieosanurak, W. Klongdee, W. |
2018 |
WSEAS Transactions on Systems and Control (13), pp. 316-323 |
||||||||
| 9. | A New Sushila Distribution: Properties and Applications | Boonthiem, S. Moumeesri, A. Klongdee, W. Ieosanurak, W. |
2022 |
European Journal of Pure and Applied Mathematics 3 (15), pp. 1280-1300 |
||||||||
| 10. | Traffic flow prediction under non-recurrent events using microscopic simulation | Wiwatanapataphee, B. Ieosanurak, W. Wu, Y.H. Jacoby, G. Zhang, X. |
2022 |
2022 8th International Conference on Control, Decision and Information Technologies, CoDIT 2022 (), pp. 506-512 |
||||||||
| 11. | On the Pulling Linear Regression and Its Applications in Digital Mammograms | Tepkasetkul, N. Ieosanurak, W. Intharah, T. Klongdee, W. |
2023 |
WSEAS Transactions on Information Science and Applications (20), pp. 66-75 |
||||||||
| 12. | Properties and Applications of Klongdee Distribution in Actuarial Science | Moumeesri, A. Ieosanurak, W. |
2023 |
Mathematics and Statistics 5 (11), pp. 856-867 |
||||||||
| 13. | Enhanced Insurance Risk Assessment using Discrete Four-Variate Sarmanov Distributions and Generalized Linear Models | Prunglerdbuathong, P. Pongsart, T. Ieosanurak, W. Klongdee, W. |
2024 |
International Journal of Mathematical, Engineering and Management Sciences 2 (9), pp. 224-243 |
||||||||
| 14. | An Adaptive Quadratic Transmuted Exponential Distribution: Unbounded Weight Parameter and Mixed Poisson Model Integrations | Ieosanurak, W. Moumeesri, A. |
2025 |
American Journal of Mathematical and Management Sciences 1 (44), pp. 1-22 |
||||||||
| 15. | Estimating Ruin Probability in an Insurance Risk Model Using the Wang-PH Transform Through Claim Simulation | Ieosanurak, W. Moumeesri, A. |
2025 |
Emerging Science Journal 1 (9), pp. 188-209 |
||||||||
| Title | Authors | Year | Journal title |
|---|
| Title | Authors | Year | Journal title | Cited count | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| < 2020 | 2021 | 2022 | 2023 | 2024 | 2025 | Total | ||||||
| Title | Authors | Year | Journal title |
|---|
| Title | Authors | NRIIS type | Year | NRIIS Scholarship |
|---|