SAT Data and Information Center

ศูนย์ข้อมูลและสารสนเทศเพื่อการบริหารองค์กรสู่ความเป็นเลิศ


ข้อมูลผลงานตีพิมพ์

แสดงข้อมูลผลงานตีพิมพ์ อ้างอิงจากฐาน pubswatch.psu.ac.th (*คลิก GO ทุกครั้งหากกำหนดการค้นใหม่)

กรอง
ช่วงปี
ถึง
ตาราง ผลงานตีพิมพ์ Scopus ของ อาทิตย์ อินทรสิทธิ์
ลำดับรายละเอียดผลงาน
1Saelee J., Wetchapram P., Wanichsombat A., Intarasit A., Muangprathub J., Boongasame L. and Choopradit B. (2024). Enhanced Feature Selection via Hierarchical Concept Modeling. Applied Sciences (Switzerland), 14(23)
Cited: 0 doi: https://doi.org/10.3390/app142310965
2Rungruang C., Riyapan P., Intarasit A., Chuarkham K. and Muangprathub J. (2024). RFM model customer segmentation based on hierarchical approach using FCA[Formula presented]. Expert Systems with Applications, 237
Cited: 0 doi: https://doi.org/10.1016/j.eswa.2023.121449
3Ritraksa S., Photphanloet C., Shuaib S., Intarasit A. and Riyapan P. (2023). Mathematical modeling to study the interactions of two risk populations in COVID-19 spread in Thailand. AIMS Mathematics, 8(1), 2044-2061.
Cited: 0 doi: https://doi.org/10.3934/math.2023105
4Photphanloet C., Ritraksa S., Shuaib S., Intarasit A. and Riyapan P. (2022). A Compartmental Model for Assessing Effects of COVID-19 Vaccination in Thailand. Universal Journal of Public Health, 10(6), 596-605.
Cited: 0 doi: https://doi.org/10.13189/ujph.2022.100607
5Chuarkham K., Intarasit A. and Riyapan P. (2022). Ruin Probability for Some Mixed Linear Exponential Family in Classical Risk Process. Mathematics and Statistics, 10(6), 1275-1284.
Cited: 0 doi: https://doi.org/10.13189/ms.2022.100613
6Riyapan P., Shuaib S. and Intarasit A. (2021). A mathematical model of COVID-19 pandemic: A case study of Bangkok, Thailand. Computational and Mathematical Methods in Medicine, 2021
Cited: 14 doi: https://doi.org/10.1155/2021/6664483
7Riyapan P., Tehroh S., Maeroh F. and Intarasit A. (2021). An algorithm for packing postal items into roll pallets: A case study on a local branch of Thailand Post. Songklanakarin Journal of Science and Technology, 43(5), 1473-1481.
Cited: 0
8Riyapan P., Shuaib S., Intarasit A. and Chuarkham K. (2021). Applications of the differential transformation method and multi-step differential transformation method to solve a rotavirus epidemic model. Mathematics and Statistics, 9(1), 71-80.
Cited: 1 doi: https://doi.org/10.13189/ms.2021.090112
9Muangprathub J., Intarasit A., Boongasame L. and Phaphoom N. (2020). Portfolio Risk and Return with a New Simple Moving Average of Price Change Ratio. Wireless Personal Communications, 115(4), 3137-3153.
Cited: 3 doi: https://doi.org/10.1007/s11277-020-07374-3
10Muangprathub J., Kajornkasirat S., Wanichsombat A., Boonjing V., Saelee J. and Intarasit A. (2019). A Knowledge Integrated Case-Based Classifier. International Journal of Software Engineering and Knowledge Engineering, 29(6), 849-871.
Cited: 0 doi: https://doi.org/10.1142/S0218194019500293
11Waeto S., Chuarkham K. and Intarasit A. (2017). Forecasting time series movement direction with hybrid methodology. Journal of Probability and Statistics, 2017
Cited: 5 doi: https://doi.org/10.1155/2017/3174305
12Chuarkham K. and Intarasit A. (2014). Derivation of finite-time ruin probability in the discrete-time surplus process with exponential claims and exponential inter-arrival times. Far East Journal of Mathematical Sciences, 90(1), 65-77.
Cited: 0
13Intarasit A. (2013). Markov regime switching of stochastic volatility L?vy model on approximation mode. Journal of Applied Mathematics, 2013
Cited: 0 doi: https://doi.org/10.1155/2013/549304
14Intarasit A. (2013). Regime Switching of Stochastic Volatility Model with VG process. International Journal of Applied Mathematics and Statistics, 37(7), 38-55.
Cited: 0
15Intarasit A., Chuarkham K. and Sattayatham P. (2013). Ruin probability-based initial capital of the discrete-time surplus process in insurance under reinsurance as a control parameter. Thai Journal of Mathematics, 11(3), 543-562.
Cited: 1
16Sattayatham P. and Intarasit A. (2011). An approximate formula of European option for fractional stochastic volatility jump-diffusion model. Journal of Mathematics and Statistics, 7(3), 230-238.
Cited: 10 doi: https://doi.org/10.3844/jmssp.2011.230.238
รวม Scopus 16 รายการ 34 citations

Copyright ©2021-2022 by Faculty of Science and Technology
Prince of Songkla University, 181 Rusamilae Meaung Pattani, 94000
Tel: 073-331303 Email: sat-it@psu.ac.th