Global and Stochastic Analysis (GSA)
Vol. 13 No. 2 (April, 2026)
1. QSPR ANALYSIS OF ANTI-ASTHMATIC DRUGS USING REDEFINED FIRST ZAGREB POWER INDEX
Author: P. S. HEMAVATHI et.al.
DOI: 10.64837/GSA.13.2.1 DOWNLOAD
How to Cite:
Hemavathi, P. S., Munavalli, R., Pavithra, N., Nanjappa, M., & Harshavardhana, C. N. (2026). QSPR analysis of
anti-asthmatic drugs using redefined first zagreb power index. Glob. Stoch. Anal., 13(2), 1-25.
anti-asthmatic drugs using redefined first zagreb power index. Glob. Stoch. Anal., 13(2), 1-25.
2. A GLOBAL SOLUTION FOR MULTI-OBJECTIVE LINEAR PROGRAMMING MODEL WITH FUZZY
RANDOM VARIABLES
RANDOM VARIABLES
DOI: 10.64837/GSA.13.2.2
How to Cite:
Beniwal, G., & Rizwanullah, M. (2026). A global solution for multi-objective linear programming model with fuzzy
random variables. Glob. Stoch. Anal., 13(2), 26-46.
random variables. Glob. Stoch. Anal., 13(2), 26-46.
3. DATA-PROCESSING INEQUALITIES FOR NON-SYMMETRIC FUZZY DIVERGENCE MEASURES
DOI: 10.64837/GSA.13.2.3
How to Cite:
Vasudevan, A., Yogeesh, N., El Khider, M., Vairachilai, S., Mastan, Z. P., & Segaran, P. C. (2026). Data-processing
inequalities for non-symmetric fuzzy divergence measures. Glob. Stoch. Anal., 13(2), 47-59.
inequalities for non-symmetric fuzzy divergence measures. Glob. Stoch. Anal., 13(2), 47-59.
4. ON ECCENTRIC SOMBOR INDEX OF SOME CLASSES OF GRAPHS AND ITS CHEMICAL APPLICABILITY
DOI: 10.64837/GSA.13.2.4
How to Cite:
Rajathagiri, D. T., Goudar, V. M., & Vasudev. (2026). On eccentric sombor index of some classes of graphs and its
chemical applicability. Glob. Stoch. Anal., 13(2), 60-78.
chemical applicability. Glob. Stoch. Anal., 13(2), 60-78.
DOI: 10.64837/GSA.13.2.5
How to Cite:
Gopinath, S., Mageshwaran, K., Vignesh, P., Siluvaidasan, R., & Karthikeyan, S. (2026). Energy of an enhanced
hypercube networks. Glob. Stoch. Anal., 13(2), 79-89.
hypercube networks. Glob. Stoch. Anal., 13(2), 79-89.
6. A DATA-DRIVEN PHYSICS-INFORMED NEURAL NETWORK APPROACH FOR ANALYSIS OF POLLUTANT
DISCHARGE CONCENTRATION IMPACT ON AN OSCILLATORY SURFACE
DISCHARGE CONCENTRATION IMPACT ON AN OSCILLATORY SURFACE
DOI: 10.64837/GSA.13.2.6
How to Cite:
Manjula, G. J., Othman, H. A., Suresha, S., Alzubaidi, H., Sathisha, A. B., Jagannatha, C. G., Naik, L. S., &
Jagadeesha, K. C. (2026). A data-driven physics-informed neural network approach for analysis of pollutant
discharge concentration impact on an oscillatory surface. Glob. Stoch. Anal., 13(2), 90-113.
Jagadeesha, K. C. (2026). A data-driven physics-informed neural network approach for analysis of pollutant
discharge concentration impact on an oscillatory surface. Glob. Stoch. Anal., 13(2), 90-113.
7. MONOTONE OPERATOR METHODS FOR FUZZY DIFFERENTIAL INCLUSIONS IN BANACH SPACES
DOI: 10.64837/GSA.13.2.7
How to Cite:
Yogeesh, N., Vasudevan, A., El Khider, M., Ashalatha, K. S., Sridhara Murthy, S. R., & Mastan, Z. P. (2026). Monotone
operator methods for fuzzy differential inclusions in banach spaces. Glob. Stoch. Anal., 13(2), 117-128.
operator methods for fuzzy differential inclusions in banach spaces. Glob. Stoch. Anal., 13(2), 117-128.
8. ASYMPTOTIC ANALYSIS OF A STOCHASTIC SVEIS EPIDEMIC MODEL USING BLACK-KARASINSKI
PROCESS
PROCESS
DOI: 10.64837/GSA.13.2.8
How to Cite:
Khammich, L., & Kiouach, D. (2026). Asymptotic Analysis of a Stochastic SVEIS Epidemic Model using Black-
Karasinski Process. Glob. Stoch. Anal., 13(2), 127-137.
Karasinski Process. Glob. Stoch. Anal., 13(2), 127-137.
9. STOCHASTIC STABILITY ANALYSIS OF A TUBERCULOSIS EPIDEMIC MODEL WITH RE-INFECTION
DOI: 10.64837/GSA.13.2.9
How to Cite:
Sarathkumar, K., and A. Manickam. (2026). Stochastic Stability Analysis of a Tuberculosis Epidemic Model with
Re-Infection. Glob. Stoch. Anal., Glob. Stoch. Anal., 13(2), 138-158.
Re-Infection. Glob. Stoch. Anal., Glob. Stoch. Anal., 13(2), 138-158.
10. MODELING AND ANALYSIS OF HEPATITIS B AND DIPHTHERIA CO-INFECTION VIA
FRACTAL-FRACTIONAL OPERATORS WITH MITTAG-LEFFLER KERNEL
FRACTAL-FRACTIONAL OPERATORS WITH MITTAG-LEFFLER KERNEL
DOI: 10.64837/GSA.13.2.10
How to Cite:
Sharmila, M., and S. Indrakala.(2026). "Modeling and Analysis of Hepatitis B and Diphtheria Co-Infection
via Fractal- Fractional Operators with Mittag-Leffler Kernel." Glob. Stoch. Anal., 13(2), 2026, pp. 159-183.
via Fractal- Fractional Operators with Mittag-Leffler Kernel." Glob. Stoch. Anal., 13(2), 2026, pp. 159-183.