Department Of Mathematics And Natural Sciences 1

1. Analyzing the impact of flexible shells and sound absorbent lining on acoustic wave behavior in ducts
2. On the scattering of cylindrical elastic shell having trifurcation and structural variations at interfaces
3. Mathematical modeling of infectious diseases and the impact of vaccination strategies
4. A note on semi-regular continued fractions with bounded partial quotients
5. Endemic coexistence and competition of virus variants under partial cross-immunity
6. From midterm to final: Using Rasch analysis to measure growth and fairness in university calculus assessments
7. Generalized continued fraction expansions for π and e
8. Generalized continued fraction expansions for π and e
9. Semi-Regular Continued Fractions with Fast-Growing Partial Quotients
10. Greens functions for certain biharmonic boundary-value problems
11. Modeling tuberculosis transmission dynamics in Kazakhstan using SARIMA and SIR models
12. An SIRS Pulse Vaccination Model with Nonlinear Incidence Rate and Time Delay
13. A heat polynomials method for the two-phase inverse Stefan problem
14. Numerical approximation of the one-dimensional inverse Cauchy–Stefan problem using heat polynomials methods
15. Retraction note: A heat polynomials method for the two-phase inverse Stefan problem (Computational and Applied Mathematics, (2023), 42, 3, (129), 10.1007/s40314-023-02259-0)
16. Testing the Limits: Evaluating AI Detectors’ Accuracy and the Impact of Obfuscation Techniques on AI-Generated Text
17. Prevalence of HIV in Kazakhstan 2010–2020 and Its Forecasting for the Next 10 Years
18. Application of ROC Curve Analysis for Predicting Students’ Passing Grade in a Course Based on Prerequisite Grades
19. A Graph-Theoretic Computation of the Partition Dimension of Molecular Graphs for Anti-Myocardial Infarction Drugs Using Graph Neural Networks
20. Acoustic scattering in lined panel cavities with membrane interfaces
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