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Dr. Sunisa Junnumtuam
ดร.สุนิสา จันทร์น้ำท่วม
Department of Mathematics
Faculty of Science, Naresuan University
Naresuan University
Expertise
zero-inflated models
bayesian computation
confidence intervals
statistical distribution
geometric distribution
poisson distribution
parameter estimation
epidemiological modeling
Bayesian analysis
count data
Statistics
+6 more
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Profile + all 8 papers, about 2 pages
PDF · A4 · English
sunisaj@nu.ac.th
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Publication Details
Year
Citations
Q (Scopus)
Q (SJR)
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1
The Cosine Partially Geometric Distribution
S Junnumtuam, A Volodin, C Panta
Lobachevskii Journal of Mathematics 47 (3), 1360-1369, 2026
2026
0
Q2
Q2
2
Some general points for inflation models
D Böhning, S Junnumtuam
Statistics & Probability Letters 219, 110346, 2025
2025
0
N/A
Q3
3
Bayesian Computation for the Parameters of a Zero-Inflated Cosine Geometric Distribution with Application to COVID-19 Pandemic Data.
Sunisa Junnumtuam and Sa-Aat Niwitpong and Suparat Niwitpong
CMES-Computer Modeling in Engineering & Sciences 135 (2), 2023
2023
6
Q2
N/A
4
Bayesian computation for the parameters of a zero-inflated cosine geometric distribution with application to COVID-19 pandemic data
S Junnumtuam, SA Niwitpong, S Niwitpong
CMES-Computer Modeling in Engineering and Sciences 135 (2), 1229-1254, 2022
2022
11
Q2
Q2
5
A Zero-and-One Inflated Cosine Geometric Distribution and Its Application
S Junnumtuam, SA Niwitpong, S Niwitpong
Mathematics 10 (21), 4012, 2022
2022
5
Q1
Q1
6
The bayesian confidence interval for coefficient of variation of zero-inflated poisson distribution with application to daily covid-19 deaths in Thailand
S Junnumtuam, SA Niwitpong, S Niwitpong
Emerging Science Journal 5 (1), 62-76, 2021
2021
6
Q1
Q1
7
The Bayesian Confidence Interval for the
S Junnumtuam, SA Niwitpong, S Niwitpong
Integrated Uncertainty in Knowledge Modelling and Decision Making: 8th …, 2020
2020
0
N/A
N/A
8
The Bayesian Confidence Interval for the Mean of the Zero-Inflated Poisson Distribution
S Junnumtuam, SA Niwitpong, S Niwitpong
International Symposium on Integrated Uncertainty in Knowledge Modelling and …, 2020
2020
0
N/A
N/A
9
Wald confidence intervals for the parameter in a Bernoulli component of zero-inflated Poisson and zero-altered Poisson models with different link functions
P Srisuradetchai, S Junnumtuam
Science & Technology Asia, 1-14, 2020
2020
10
N/A
Q3