Alfraganus University 1

1. BOUNDARY VALUE PROBLEMS FOR A LOADED FRACTIONAL ORDER DIFFUSION EQUATION WITH INVOLUTION PERTURBATION
2. Parametric optimization of heat transfer in unsteady squeezing nanofluid flow: an integrated analytical-machine learning approach
3. On solvability of the initial-boundary value problems for a nonlocal hyperbolic equation with periodic boundary conditions
4. On a class of inverse problems for a loaded diffusion equation fractional order with involution perturbation
5. On a class of inverse problems for a loaded diffusion equation fractional order with involution perturbation
6. Time-optimal control problem for a fourth order parabolic equation with involution in a two-dimensional domain
7. Dehnen-type dark matter wormholes in the f(R,L_m,T) action
8. Dymnikova-Schwinger GUP-corrected wormholes in f(R,L_m,T) gravity
9. Possible wormholes in generalized geometry–matter coupling gravity induced by the Dekel–Zhao dark matter profile
10. Synthesis and Biological Activity of Some Esters of Glycyrretinic Acid
11. Privacy-Preserving Federated Learning for Predictive Maintenance in Smart Manufacturing Networks
12. Multi-objective Optimization Framework for Energy Efficiency and Production Scheduling in Smart Manufacturing Using Reinforcement Learning and Digital Twin Technology Integration
13. Synthesis and Flow Behavior of Sodium Carboxymethyl Starch: A Study on Viscosity and Rheology
14. Implication of f(Q,T) gravity on the formation of the charge compact stars and constraining their mass-radius relations in lower mass gap region
15. Role of three coupling parameters on maximum mass and stability: Theoretical insights into relativistic massive compact objects in mass gap under f(Q,T) action
16. Revolutionizing Language and Culture Education through Immersive 360-Degree Video and Artificial Intelligence
17. On solvability of some boundary value problems for a nonlocal Poisson equation with periodic conditions
18. ON SOLVABILITY OF SOME BOUNDARY-VALUE PROBLEMS FOR THE NON-LOCAL POISSON EQUATION WITH FRACTIONAL-ORDER BOUNDARY OPERATORS
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