Personnel of the Faculty of Science

← Division of Computational Science
Assoc. Prof. Dr.

Varayu Boonpogkrong

Associate Professor
  • varayu.b@psu.ac.th
  • 8630
  • Mathematics
  • Division of Computational Science

Education

Graduated Year
Degree
Country
2007
Ph.D. (Mathematics) NATIONAL UNIVERSITY OF SINGAPORE
Singapore
2004
M.S. (Mathematics) NATIONAL UNIVERSITY OF SINGAPORE
Singapore
2002
B.Sc. (Mathematics) Chulalongkorn University
Thailand

Specialist / Interested

Nonabsolute integrals and their applications
Stochastic integrals
The Riemann approach to integration

Publication

From Scopus

Author ID: 37090216500
1
Boonpogkrong V., 2025. The topology of the space of integrable functions in. Czechoslovak Mathematical Journal 75(1): 85-102. (cited 0 times)
2
Boonpogkrong V., 2024. A NOTE ON CONVERGENCE THEOREMS FOR THE HENSTOCK-KURZWEIL INTEGRAL IN EUCLIDEAN SPACE. Real Analysis Exchange 49(1): 175-188. (cited 0 times)
3
Boonpogkrong V., Chew T.S., Toh T.L., 2024. The Non-uniform Riemann Approach to Stochastic Integration. Non Uniform Riemann Approach to Stochastic Integration : 1-169. (cited 0 times)
4
Boonpogkrong V., Chew T.S., 2024. COMPACT OPERATORS AND INTEGRAL EQUATIONS IN THE BVp SPACE. Journal of Integral Equations and Applications 36(2): 169-181. (cited 0 times)
5
Boonpogkrong V., 2022. Compact operators and integral equations in the ℋK space. Czechoslovak Mathematical Journal 72(1): 239-257. (cited 1 times)
6
Boonpogkrong V., 2021. On Measurability of C[0, 1]. Thai Journal of Mathematics 19(4): 1565-1574. (cited 0 times)
7
Boonpogkrong V., 2019. A Proof of Girsanov’s Theorem: The Henstock–Kurzweil Approach. Bulletin of the Malaysian Mathematical Sciences Society 42(2): 781-792. (cited 0 times)
8
BOONPOGKRONG V., DE LARA-TUPRIO E.P., 2017. Transformation and differentiation of henstock-wiener integrals. Sains Malaysiana 46(12): 2549-2554. (cited 0 times)
9
Boonpogkrong V., 2017. On non-absolute integrals. Thai Journal of Mathematics 15(3): 807-818. (cited 0 times)
10
Boonpogkrong V., 2013. Stokes' theorem on manifolds: A Kurzweil-Henstock approach. Taiwanese Journal of Mathematics 17(4): 1183-1196. (cited 1 times)
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Publication

From the Faculty of Science

1
Boonpogkrong, V. (2025). The topology of the space of integrable functions in Rn. Czechoslovak Mathematical Journal, 75(1), 85-102.
2
Boonpogkrong, V. (2024). A NOTE ON CONVERGENCE THEOREMS FOR THE HENSTOCK-KURZWEIL INTEGRAL IN EUCLIDEAN SPACE. Real Analysis Exchange, 49(1), 175-188.
3
Boonpogkrong, V., & Chew, T. (2024). COMPACT OPERATORS AND INTEGRAL EQUATIONS IN THE BVp SPACE. Journal Of Integral Equations And Applications, 36(2), 169-181.
4
Boonpogkrong, V. (2023). Accepted-The topology of the space of HK integrable functions in Rn (SCIE). Czechoslovak Mathematical Journal, 00, 00.
5
Boonpogkrong, V. (2022). Compact operators and integral equations in the ℋK space (SCIE). Czechoslovak Mathematical Journal, 72(1), 239 - 257.
6
Boonpogkrong, V. (2021). Path Integrals for Scalar Fields: The Henstock Approach. Southeast Asian Bulletin Of Mathematics, 45(4), 445–459.
7
Boonpogkrong, V. (2019). A Proof of Girsanov’s Theorem: The Henstock–Kurzweil Approach. Bulletin Of The Malaysian Mathematical Sciences Society, 42(2), 781-792.
8
Boonpogkrong, V., & De Lara-tuprio, E. (2017). Transformation and Differentiation of Henstock-Wiener Integrals. Sains Malaysiana, 46(12), 2549–2554.
9
Boonpogkrong, V. (2017). On non-absolute integrals. Thai Journal Of Mathematics, 15(3), 807-818.
10
Boonpogkrong, V., Tuan Seng, C., & Peng Yee, L. (2013). On the divergence theorem on manifolds. Journal Of Mathematical Analysis And Applications, 397(1), 182-190.
11
Boonpogkrong, V. (2011). Kurzweil-Henstock integration on manifolds. Taiwanese Journal Of Mathematics, 15(2), 559-571.