Global and Stochastic Analysis (GSA)
Vol. 13 No. 3 (2026)
The issue is under Press...
1. ASYMPTOTIC ANALYSIS OF THE STOCHASTIC HTLV-I MODEL WITH BLACK-KARASINSKI PROCESS
Author: LAHCEN KHAMMICH AND DRISS KIOUACH
DOI: 10.64837/GSA.13.3.1
How to Cite:
Khammich, L., & Kiouach, D. (2026). Asymptotic analysis of the stochastic HTLV-I model with Black-Karasinski
process. Glob. Stoch. Anal., 13(3), X–XX.
process. Glob. Stoch. Anal., 13(3), X–XX.
2. A NOVEL FIRST HYPER-GOURAVA STRESS INDEX OF GRAPHS WITH QSPR APPLICATIONS
Author: GIRIJA K. P.
DOI: 10.64837/GSA.13.3.2
How to Cite:
Girija, K. P., Ravi Kumar, C. K., Munavalli, R., Shivashankara, K., Siva Kota Reddy, P., Harshavardhana, C. N., &
Megalamani, S. B. (2026). A novel first hyper-Gourava stress index of graphs with QSPR applications. Glob. Stoch.
Anal., 13(3), X–XX.
Megalamani, S. B. (2026). A novel first hyper-Gourava stress index of graphs with QSPR applications. Glob. Stoch.
Anal., 13(3), X–XX.
3. FORECASTING BITCOIN VOLATILITY USING A WEIGHTED SEMIPARAMETRIC EGARCH MODEL
INCORPORATING CRUDE OIL MARKET VOLATILITY
INCORPORATING CRUDE OIL MARKET VOLATILITY
Author: ASHWINI KUMARI AND NAVEENA
DOI: 10.64837/GSA.13.3.3
How to Cite:
Kumari, A., & Naveena. (2026). Forecasting Bitcoin volatility using a weighted semiparametric EGARCH model
incorporating crude oil market volatility. Glob. Stoch. Anal., 13(3), X–XX.
4. INDEPENDENT TRANSVERSAL GEODETIC ENERGY OF A GRAPH
Author: R.VASANTHI AND M.PERUMALSAMY
DOI: 10.64837/GSA.13.3.4
How to Cite:
Vasanthi, R., & Perumalsamy, M. (2026). Independent transversal geodetic energy of a graph. Glob. Stoch.
Anal., 13(3), X–XX.
Anal., 13(3), X–XX.
5. SPECTRAL BOUNDS FOR FUZZY GRAPH LAPLACIANS UNDER INTERVAL UNCERTAINTY
Author: ASOKAN VASUDEVAN et.al.
DOI: 10.64837/GSA.13.3.5
How to Cite:
Vasudevan, A., Yogeesh, N., Roy, K., William, P., Mastan, Z. P., & Manoharan, T. (2026). Spectral bounds for fuzzy
graph Laplacians under interval uncertainty. Glob. Stoch. Anal., 13(3), X–XX.
graph Laplacians under interval uncertainty. Glob. Stoch. Anal., 13(3), X–XX.
6. GRAPH-LABELING BASED CIPHER GRAPH CONSTRUCTION FOR RSA ENCRYPTION
Author: NAGARJUN PRABHU et.al.
DOI: 10.64837/GSA.13.3.6
How to Cite:
Prabhu, N., Girija, K. P., Raksha, Vasanth Kumar, S., & Hegde, S. (2026). Graph-labeling based cipher graph
construction for RSA encryption. Glob. Stoch. Anal., 13(3), X–XX.
construction for RSA encryption. Glob. Stoch. Anal., 13(3), X–XX.
7. COMPARATIVE THERMAL PERFORMANCE ASSESSMENT OF HAMILITON-CROSSER AND XUE
MODEL IN POROUS SLIDER VIA L16 ORTHOGONAL ARRAY-BASED OPTIMIZATION
MODEL IN POROUS SLIDER VIA L16 ORTHOGONAL ARRAY-BASED OPTIMIZATION
Author: G. J. MANJULA et.al.
DOI: 10.64837/GSA.13.3.7
How to Cite:
Manjula, G. J., Kirankumar, M., Sridevi, M. J., Jagadeesha, R. D., Radhika, M., Jagannatha, C. G., Jagadeesha, K. C.,
& Rekha, J. (2026). Comparative thermal performance assessment of Hamiliton-Crosser and Xue model in porous
slider via L16 orthogonal array-based optimization. Glob. Stoch. Anal., 13(3), X–XX.
& Rekha, J. (2026). Comparative thermal performance assessment of Hamiliton-Crosser and Xue model in porous
slider via L16 orthogonal array-based optimization. Glob. Stoch. Anal., 13(3), X–XX.
8. ENUMERATION AND CLASSIFICATION OF CERTAIN CLASSES OF GRACEFUL DIGRAPHS USING AN
ANALYTICAL AND ALGORITHMIC APPROACH
ANALYTICAL AND ALGORITHMIC APPROACH
Author: SMITHA G V. et.al.
DOI: 10.64837/GSA.13.3.8
How to Cite:
Smitha, G. V., Kumudakshi, & Dara, S. (2026). Enumeration and classification of certain classes of graceful digraphs
using an analytical and algorithmic approach. Glob. Stoch. Anal., 13(3), X–XX.
using an analytical and algorithmic approach. Glob. Stoch. Anal., 13(3), X–XX.
9. THE SECOND HYPER-GOURAVA STRESS INDEX OF GRAPHS: MATHEMATICAL PROPERTIES
AND QSPR APPLICATIONS
AND QSPR APPLICATIONS
Author: GIRIJA K. P. et.al.
DOI: 10.64837/GSA.13.3.8
How to Cite:
Girija, K. P., Ravi Kumar, C. K., Munavalli, R., Shivashankara, K., Siva Kota Reddy, P., Harshavardhana, C. N., &
Megalamani, S. B. (2026). The second hyper-Gourava stress index of graphs: Mathematical properties and QSPR
applications. Glob. Stoch. Anal., 13(3), X–XX.
Megalamani, S. B. (2026). The second hyper-Gourava stress index of graphs: Mathematical properties and QSPR
applications. Glob. Stoch. Anal., 13(3), X–XX.
10. COMPARATIVE ANALYSIS OF FRONT AND REAR STAGNATION POINT FLOW OF ENGINE OIL
Author: R. D. JAGADEESHA et.al.
DOI: 10.64837/GSA.13.3.10
How to Cite:
Jagadeesha, R. D., Kirankumar, M., Sridevi, M. J., Kemparaju, S., Shashikumar, H. C., Jagadeesha, K. C., Vikas, K., &
Rekha, J. (2026). Comparative analysis of front and rear stagnation point flow of engine oil. Glob. Stoch.
Anal., 13(3), X–XX.
Rekha, J. (2026). Comparative analysis of front and rear stagnation point flow of engine oil. Glob. Stoch.
Anal., 13(3), X–XX.