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34. S. Lee and Y. Seol*, M. Ha, Parametric asymptotically Duality Models and Semiinfinite Multiobjective asymptotically Fractional programming Relating to Hanson-Antczak-Zalmai Invexities with random functions. To be submitted for publication. Preprint (2023).

33. S. Lee, M. Ha and Y. Seol*, On limiting theorems for Degenerate Poisson random variable. To be submitted for publication. Preprint (2023).

32. M. Ha, S. Lee and Y. Seol*, Quenched Central Limit Theorem for Random walks in a sparse random environment. To be submitted for publication. Preprint (2023).

31. S. Azimov and Y. Seol*, Random walks in a fixed sparse environment with a certain deterministic sequence of constants. Submitted for publication. Preprint (2023).

30. Y. Seol, Time-Inhomogeneous Hawkes processes and applications to finance. Submitted for publication. Preprint (2023)

29. Sa’ud Al-Sa’di, Maria Bibi, Y. Seol*, Muhammad Muddassar, Generalized local fractional integral inequalities via generalized (h1,h2)-preinvexity on fractal sets. Submitted for publication. Preprint (2023).

28. Sa’ud Al-Sa’di, S. Lee, M. Ha and Y. Seol*, Asymptotic behaviors of the stochastic dierence equation with the sequence towards the origin. Submitted for publication. Preprint (2023)

27. Sa’ud Al-Sa’di, Maria Bibi, Y. Seol*, Muhammad Muddassar. Milne type fractal integral inequalities for generalized m-convex mapping. Fractals, Vol. 31. No. 5, (2023) (SCI ,Q1, Impact factor: 4.7, Top in 10.2%)

26. Y. Seol, Large deviations for Hawkes processes with randomized baseline intensity. Mathematics, Vol. 11. No. 8 (2023). (SCIE, Q1, Impact factor: 2.592, Top in 10%)

25. Y. Seol, Asymptotic results for a class of Markovian self-exciting processes. J. of inequalities and applications. 79 (2023). DOI: 10.1186/s13660-023-02989-z (SCIE, Q1, Impact factor: 2.021, Top in 20%)

24. H. Shin, S. Jeon, Y. Seol, S. Kim, and D. Kang, Vision Transformer Approach for Classification of Alzheimer’s Disease Using 18F-Florbetaben Brain Images. Appl. Sci. (2023), Vol. 13. No. 6, 3453;
https://doi.org/10.3390/app13063453 (SCIE, Q2, impact factor: 2.7)

23. Y. Seol, Non-Markovian inverse Hawkes processes. Mathematics, Vol. 10. No. 9 (2022). (SCIE, Q1, Impact factor: 2.592, Top in 10%)

22. Y. Seol and Ram U. Verma, Role of Higher Order Parameter-Free asymptotically Optimality Models with random functions for Discrete Minmax Fractional Programming. Advances in Nonlinear Variational Inequalities,
Vol. 24. No. 1 (2021), 1 – 22. (Scopus)

21. Y. Seol, Asymptotics for an extended inverse markovian Hawkes process. Journal of the Korean Mathematical Society (2021), Vol. 58, No. 4, 819-833.(SCIE, Impact factor: 0.6)

20. Y. Seol, Limit theorems for a jump-diffusion model with Hawkes jumps. Mathematical Communications (2021), Vol. 26 No. 1, 53-67. (SCIE, Impact factor: 0.8)

19. G. Hwang, Y. Seol, and C. Yoo, Explicit identities for 3-variable degenerate Hermite Kampe de Feriet Polynomials and differential equation derived from generating function. Symmetry (2021), 13(1), 7. (SCIE, Q2, impact factor: 2.7)

18. Z. Cheng and Y. Seol*, Gaussian Approximation of a risk model with stationary Hawkes arrivals of claims. Methodology and Computing in Applied Probability (2020), Vol. 22, 555-571. (SCIE, Impact factor: 0.9)

17. Y. Seol, On weak limiting distributions for Random walks in a spider. Symmetry (2020), 12(12), 2000. (SCIE. Q2, impact factor: 2.7)

16. Z. Cheng and Y. Seol*, Precise deviations for Cox process with shot noise. Communication in statistics-theory and method (2019), Vol. 48, 5850-5861.(SCIE, Impact factor: 0.8)

15. Y. Seol, Limit theorems for an inverse markovian Hawkes processes. Statistics and Probability letters (2019), Vol. 155, 108580. (SCIE, Impact factor: 0.8)

14. G. S. Ladde and Y. Seol*, Levy-type nonlinear stochastic dynamic model, method and analysis. Stochastic and dynamics (2019), Vol. 19, No. 5, 1-18.(SCIE, Impact factor: 1.1)

13. Y. Seol, Limit theorems for Hawkes processes with uniform immigrants. Journal of the Korean Mathematical Society (2019), Vol. 56, No. 4, 935-946.(SCIE, Impact factor: 0.6)

12. Y. Seol, Asymptotics for Hawkes processes with large and small baseline intensities. Rocky Mountain journal of Mathematics (2019), Vol. 49, No. 2, 661-680.(SCIE, Impact factor: 0.8)

11. Y. Seol, Moderate deviation for Marked Hawkes processes. Acta Mathematica Sinica, English Series (2017) Vol. 33, no. 10, 1297-1304.(SCIE, Impact factor: 0.8)

10. Y. Seol, Limit theorems for the compensator of Hawkes processes. Statistics and probability letters, (2017) Vol 127, 165-172. (SCIE, Impact factor: 0.8)

9. Y. Seol, Limit theorem for inverse process Tn of linear Hawkes process. Acta Mathematica Sinica, English Series (2017) Vol. 33, no. 1, 51-60. (SCIE, Impact factor: 0.8)

8. A. Matzavinos, A. Roitershtein and Y. Seol*, Random walks in a sparse random environment. Electronic Journal of Probability (2016), Vol. 21, paper no. 72, 1-20. (SCIE, Impact factor: 1.4)

7. Y. Seol and Ram U Verma, Role of exponential type random invexities for asymptotically sufficient efficiency conditions in semi-infinite multi-objective fractional programming. SpringerPlus, (2016) Vol 5(1), 1-20. (SCIE, Impact factor: 1.13)

6. Y. Seol and Ram U Verma, Some Sufficient Efficiency Conditions in Semi-infinite Multi-objective Fractional Programming Based on First Order Exponential Type Invexity. Journal of inequalities and Applications, (2015) 2015:252. (SCIE, Q1, Impact factor: 2.021, Top in 20%)

5. Y. Seol, Limit theorems for discrete Hawkes processes. Statistics and probability letters, (2015) Vol 99, 223-229. (SCIE, Impact factor: 0.8)

4. Y. Seol, On Tightness of the Skew Random Walk. Journal of Probability and Statistics, vol. 2012, Article ID 371025.(Scopus)

3. Y. Seol, On Random walks in a sparse random environment. PhD Thesis. Preprint (2013).

2. Y. Seol, On Weak convergence of skew random walks. Master Thesis. (2008)

1. Y. Seol, Extension Property of Gorenstein Ring. Master Thesis. (2004)
*:corresponding author