Ata, E. (2018). Generalized beta function defined by Wright function. arXiv preprint arXiv:1803.03121.

Ata, E., & Kıymaz, İ. O. (2020). A study on certain properties of generalized special functions defined by Fox-Wright function. Applied Mathematics and Nonlinear Sciences, 5(1), 147--162.

Ata, E., & Kıymaz, İ. O. (2022). Generalized gamma, beta and hypergeometric functions defined by Wright function and applications to fractional differential equations. Cumhuriyet Science Journal, 43(4), 684--695.

Ata, E. (2022). Modified special functions defined by generalized M-series and their properties. arXiv preprint arXiv:2201.00867.

Ata, E., & Kıymaz, İ. O. (2023). New generalized Mellin transform and applications to partial and fractional differential equations. Int. J. Math. Comput. Eng, 1(1), 45--66.

Ata, E. (2023). M-Lauricella hypergeometric functions: Integral representations and solutions of fractional differential equations. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 72(2), 512--529.

Ata, E., & Kıymaz, İ. O. (2023). A new generalized Laplace transform and its applications to fractional Bagley-Torvik and fractional harmonic vibration problems. Miskolc Mathematical Notes, 24(2), 597--610.

Ata, E., & Kıymaz, İ. O. (2023). New fractional operators including Wright function in their kernels. Turkish Journal of Mathematics and Computer Science, 15(1), 79--88.

Ata, E. (2023). On the new fractional operators generating modified gamma and beta functions. Miskolc Mathematical Notes, 24(3), 1127--1144.

Kaurangini, M. L., Chaudhary, M. P., Ata, E., Kıymaz İ. O., & Abubakar, U. M. (2023). Fractional calculus and fractional kinetic equation involving extended hypergeometric function. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 11(1), 159--174.

Chaudhary, M. P., Kaurangini, M. L., Kıymaz, İ. O., Abubakar, U. M., & Ata, E. (2023). Fractional integrations for the new generalized hypergeometric functions. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 10(2), 77--100.

Kaurangini, M. L., Chaudhary, M. P., Abubakar, U. M., Kıymaz, İ. O., & Ata, E. (2023). On some extended special functions wıth the bi-Fox-Wright function kernel. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 11(1), 17--42.

Ata, E., & Kıymaz, İ. O. (2024). New generalized special functions with two generalized M-series at their kernels and solution of fractional PDEs via double Laplace transform. Computational Methods for Differential Equations, 12(1), 31--43.

Ata, E., Kıymaz, İ. O., Agarwal, P., Jain, S., & Momani, S. (2024). Fractional calculus of modified special functions involving the generalized M-series in their kernels and illustrative examples. Partial Differential Equations in Applied Mathematics, 11, 100720.

Ata, E., & Kıymaz, İ. O. (2024). On the generating functions of the newly defined generalized hypergeometric functions. TWMS Journal Of Applied And Engineering Mathematics, 14(1), 64--78.

Ata, E., & Kıymaz, İ. O. (2024). Generalized Fourier transform: Illustrative examples and applications to differential equations. Journal of Mathematical Analysis, 15(2), 14--33.

Ata, E. (2024). M-Srivastava hypergeometric functions: Integral representations and solution of fractional differential equations. Miskolc Mathematical Notes, 25(1), 93--108.

Ata, E., & Kıymaz, İ. O. (2024). Modified special functions: Properties, integral transforms and applications to fractional differential equations. Boletim da Sociedade Paranaense de Matemática, 42, 1--22.

Kaurangini, M. L., Chaudhary, M. P., Ata, E., Abubakar U. M., & Kıymaz, İ. O. (2024). On some applications of the new extended hypergeometric function. Journal of Contemporary Applied Mathematics, 14(1), 28--45.

Kaurangini, M. L., Abubakar, U. M., & Ata, E. (2025). Generalized pathway fractional integral formulas involving extended multi-index Mittag-Leffler function in kernel of SUM transform. MANAS Journal of Engineering, 13(1), 18--22.

Ata, E., & Kıymaz, İ. O. (2025). Special functions with general kernel: Properties and applications to fractional partial differential equations. International Journal of Mathematics and Computer in Engineering, 3(2), 153--170.

Ata, E., Kıymaz, İ. O., & Başkonuş, H. M. (2025). Advanced fractional calculus approach to RC electrical circuit modeling: Analytical solutions and comparative behavioral analysis. Analog Integrated Circuits and Signal Processing, 125(2), 1--11.

Ata, E. & Kıymaz, İ. O. (2025). New generalized Fourier transforms and their applications to ordinary, partial and fractional differential equations. Miskolc Mathematical Notes, 26(2), 559--577.

Kaurangini, M., Abubakar, U. M., & Ata, E. (2025). Unified Mittag-Leffler function and associated integral transforms and fractional integral operators. Turkish Journal of Mathematics and Computer Science, 17(2), 534--543.

Ata, E. (2026). A general kernel-based beta function approach to the forward expansion of generalized M-series with applications to fractional operators and integral transforms. Boletín de la Sociedad Matemática Mexicana, 32(1):41, 1--25.

Ata, E., & Kıymaz, İ. O. (2026). A novel generalized type of the Caputo fractional derivative: Integral transforms, illustrative examples, and solution of fractional-order generalized differential equations, Research Square.

Ata, E. (2026). Higher-order partial differentiation formulas for extended Srivastava hypergeometric functions via a general kernel-based beta function, Preprints.

Ata, E. (2026). A novel fractional calculus approach to Newton's law of cooling: numerical examples and comparative analysis of dynamic behaviors. Archive of Applied Mechanics, 96(147), 1--25.

Ata, E., Gunduz, H., & Celik, E. (2026). New extended Srivastava hypergeometric functions and their various integral representations. Turkish Journal of Inequalities, 10(1), 131--141.

Ata, E. (2026). Generalized Laplace transform approach to modelling a Caputo fractional differential equation involving the Appell function F3. Journal of Mathematical Sciences and Modelling, 9(3), 183--190.

Ata, E., & Kıymaz, İ. O. (2021). A new generalization of M-series. 1st International Symposium on Recent Advances in Fundamental and Applied Sciences (ISFAS-2021), Ataturk University, 477--490.

Ata, E., & Kıymaz, İ. O. (2022). New generalizations of Lauricella hypergeometric functions and their integral representations. 5th International Conference on Computational Mathematics and Engineering Sciences (CMES-2021), Van Yuzuncu Yil University, 303--310.

Ata, E., & Kıymaz, İ. O. (2022). New generalizations of Srivastava hypergeometric functions and their integral representations. 5th International Conference on Computational Mathematics and Engineering Sciences (CMES-2021), Van Yuzuncu Yil University, 259--267.

Ata, E., & Kıymaz, İ. O. (2021). A new generalization of M-series. 1st International Symposium on Recent Advances in Fundamental and Applied Sciences (ISFAS-2021), Ataturk University, 168.

Ata, E., & Kıymaz, İ. O. (2021). A study on obtaining generating function relations of generalized hypergeometric functions by using generalized fractional operators. 8th International Congress on Fundamental and Applied Sciences 2021 (ICFAS2021), Antalya Bilim University, 89.

Ata, E., & Kıymaz, İ.O. (2021). New fractional operators including Wright function in their kernels. International Conference on Mathematics and Mathematics Education (ICMME-2021), Gazi University, 94--95.

Ata, E. (2022). Application of fractional operators to modified special functions. 6th International Conference on Computational Mathematics and Engineering Sciences (CMES-2022), Ordu University, 108.

Ata, E. (2022). M-extension of Lauricella hypergeometric functions and their integral representations. 4th International Conference on Pure and Applied Mathematics (ICPAM-2022), Van Yuzuncu Yil University, 53.

Ata, E. (2022). M-extension of Srivastava hypergeometric functions and their integral representations. 5th International E-Conference on Mathematical Advances and Applications (ICOMAA-2022), Yildiz Teknik University, 79.

Ata, E., Kıymaz, İ. O., & Agarwal, P. (2022). A study on the properties of new generalized special functions, their integral transformations and applications to fractional differential equations. The 2nd (Hybrid) International Conference on “Orthogonal Polynomials, Special Functions and Computer Algebra: Applications in Engineering (OPSFCA-22), Anand International College of Engineering, 78--79.

Ata, E. (2023). Analytical solutions of the new fractional RL electric circuit model via generalized Laplace transform. (2023). Applied Mathematics-Geometry-Analysis Summer School and Mathematics Student Congress, Mersin University, 2.

Ata, E., & Kıymaz, İ. O. (2023). General gamma, beta and hypergeometric functions: Properties and application to fractional partial differential equations. 5th International Turkic World Congress on Science and Engineering, Kyrgyz-Turkish Manas University, 217.

Ata, E., & Kıymaz, İ. O. (2023). Generalized Laplace transform: Illustrative examples and applications to differential equations. 2nd International E-Conference on Mathematical and Statistical Science: A Selcuk Meeting (ICOMSS-2023), Selcuk University, 44.

Ata, E., & Kıymaz, İ. O. (2023). Generalized Fourier transform: Illustrative examples and applications to differential equations. 2nd International E-Conference on Mathematical and Statistical Science: A Selcuk Meeting (ICOMSS-2023), Selcuk University, 43.

Ata, E., Kıymaz, İ. O., & Başkonuş, H. M. (2024). A new fractional modelling of RC electric circuit. The 8th International Conference on Computational Mathematics and Engineering Sciences, Harran University, 107.

Ata, E., Kıymaz, İ.O., & Çelik, E. (2025). Modified Laplace integral transform: Basic properties, specific examples and applications to various fractional differential equations. 1 st International Manas Congress on Science and Technology, Kyrgyz-Turkish Manas University, 67.

Ata, E., Gunduz, H., & Çelik, E. (2025). New extended Srivastava hypergeometric functions and their various integral representations. The First International Conference on Mathematics and Applied Data Science, Necmettin Erbakan University, 64.

Ata, E. (2026). Effects of generalized Laplace transform technique on the extended beta function. 6th International Conference on Trends in Advanced Research (ICTAR 2026), Konya, Turkey, 112--117.

Ata, E. (2026). A generalized Laplace transform approach to Mittag-Leffler functions. 7th International Conference on Contemporary Academic Research (ICCAR 2026), Konya, Turkey, 189--195.

Ata, E. (2026). Generalized Caputo-type fractional-order differential equations with the Mittag-Leffler function and their exact solutions via the Laplace integral transform operatör. 1st International Online Conference on Fractal and Fractional (IOCFF 2026), Basel, Switzerland, 25.

Ata, E. (2026). On the analytical characterization of the Wright function within a generalized Laplace transform framework. 9th International Conference on Applied Engineering and Natural Sciences (ICAENS 2026), Konya, Turkey, 175--181.

Ata, E. (2026). An analytical perspective on the Gauss hypergeometric function via the generalized Laplace transform. 7th International Conference on Scientific and Innovative Studies (ICSIS 2026), Konya, Turkey, 216--222.

Ata, E. (2026). Generalized Laplace transform of three-parameter Mittag-Leffler type function: A closed-form analysis. 4th International Conference on Recent and Innovative Results in Engineering and Technology (ICRIRET 2026), Konya, Turkey, 97--103.

Ata, E. (2026). On the generalized Laplace transform of the Srivastava triple hypergeometric function H_A. 5th International Conference on Modern and Advanced Research (ICMAR 2026), Konya, Turkey, 151--157.

Ata, E. (2026). On the generalized Laplace transform of the Srivastava triple hypergeometric function H_B. 8th International Conference on Innovative Academic Studies (ICIAS 2026), Konya, Turkey, 165--172.

Ata, E. (2026). On the generalized Laplace transform of the Srivastava triple hypergeometric function H_C. 4th International Conference on Pioneer and Academic Research (ICPAR 2026), Konya, Turkey, 191--197.

Ata, E. (2026). Laplace transform-based analytical solutions of generalized Caputo-type fractional-order dynamical systems incorporating Mittag-Leffler functions. Computer Sciences & Mathematics Forum, 14(1), 1--12.

International Journal of Mathematics and Computer in Engineering, 2023.

International Journal of Mathematics and Computer in Engineering, 2023.

International Journal of Mathematics and Computer in Engineering, 2023.

Research Updates in Mathematics and Computer Science, BP International, 2024.

Contemporary Mathematics, 2024.

International Journal of Mathematics and Computer in Engineering, 2024.

International Journal of Mathematics and Computer in Engineering, 2024.

International Journal of Mathematics and Computer in Engineering, 2024.

Partial Differential Equations in Applied Mathematics, 2024.

Asian Research Journal of Mathematics, 2024.

Advances in Differential Equations and Control Processes, 2025.

Asian Journal of Pure and Applied Mathematics, 2025.

Asian Research Journal of Mathematics, 2025.

Journal of Advances in Mathematics and Computer Science, 2025.

Journal of Applied Mathematics, 2025.

Mathematics and Computer Science: Research Updates, BP International, 2025.

AUT Journal of Mathematics and Computing, 2025.

Asian Research Journal of Mathematics, 2025.

Asian Research Journal of Mathematics, 2025.

Annual Research & Review in Biology, 2025.

Journal of Advances in Mathematics and Computer Science, 2025.

Asian Research Journal of Mathematics, 2025.

Physical Science International Journal, 2025.

WSEAS Transactions on Environment and Development, 2025.

WSEAS Transactions on Mathematics, 2025.

Asian Research Journal of Mathematics, 2025.

South Asian Journal of Parasitology, 2025.

Complex Analysis and its Synergies, 2025.

Journal of Computational and Applied Mathematics, 2025.

Complex Analysis and its Synergies, 2026.

Journal of Advances in Mathematics and Computer Science, 2026.

International Journal of Mathematics and Computer in Engineering, 2026.

Scientific Reports, 2026.

Journal of Advances in Mathematics and Computer Science, 2026.

Asian Journal of Research and Reviews in Physics, 2026.

Computer Modeling in Engineering and Sciences, 2026.

Asian Research Journal of Mathematics, 2026.

Scientific Reports, 2026.

F1000Research, 2026.

Asian Research Journal of Mathematics, 2026.

Asian Journal of Pure and Applied Mathematics, 2026.

Journal of Advances in Mathematics and Computer Science, 2026.

Asian Journal of Pure and Applied Mathematics, 2026.

Journal of Pseudo-Differential Operators and Applications, 2026.

New Horizons of Science, Technology and Culture, BP International, 2026.

Scientific Reports, 2026.

Asian Journal of Pure and Applied Mathematics, 2026.

Journal of Advances in Mathematics and Computer Science, 2026.

Asian Journal of Mathematics and Computer Research, 2026.

Bentham Science Publishers, 2026.

Asian Journal of Mathematics and Computer Research, 2026.

Asian Journal of Probability and Statistics, 2026.

Asian Research Journal of Mathematics, 2026.

Asian Research Journal of Mathematics, 2026.

Journal of Computational and Applied Mathematics, 2026.

Journal of Mathematics, 2026.

Asian Research Journal of Mathematics, 2026.

Complex Analysis and its Synergies, 2026.

Computer Modeling in Engineering and Sciences, 2026.

Complex Analysis and its Synergies, 2026.

Journal of Engineering Research and Reports, 2026.

Asian Research Journal of Current Science, 2026.

Journal of Mathematics, 2026.

Ata, E., Kıymaz, İ. O., Jain, S., Agarwal, P., & Momani, S. (2024). Multi-parameter generalized fractional operators and their integral transforms. Recent Trends in Fractional Calculus and Its Applications, Elsevier, Academic Press, 91-103. ISBN: 9780443185052

Ata, E., Kıymaz, İ. O., Agarwal, P., & Jain, S. (2024). A study on the properties of new generalized special functions, their integral transformations, and applications to fractional differential equations. Fractional Differential Equations: Theoretical Aspects and Applications, Elsevier, Academic Press, 95-114. ISBN: 9780443154232