General stability and exponential growth for a class of semi-linear wave equations with logarithmic source and memory terms
A Peyravi - Applied Mathematics & Optimization, 2020 - Springer
In this work we investigate asymptotic stability and instability at infinity of solutions to a
logarithmic wave equation u_ tt-Δ u+ u+(g\,*\, Δ u)(t)+ h (u_ t) u_ t+| u|^ 2 u= u\log| u|^ k, u tt …
logarithmic wave equation u_ tt-Δ u+ u+(g\,*\, Δ u)(t)+ h (u_ t) u_ t+| u|^ 2 u= u\log| u|^ k, u tt …
[PDF][PDF] Unimodular Matrix On Compound Mathematical Structures Applications and Results
S Hajrulla, T Demir, L Bezati, R Kosova… - International Journal of …, 2023 - academia.edu
This paper considers knowledge of unimodular matrixes, some compound structural matrix,
and their applications. Studying the properties of unimodular matrixes and extending …
and their applications. Studying the properties of unimodular matrixes and extending …
[PDF][PDF] Application of Numerical Methods in Design of Industrial Structures
T Demir, S Hajrulla, L Bezati… - International Journal of …, 2023 - researchgate.net
There are practices on application and optimisation problems. We deal with some
mathematical results, comparisons, optimisations and conclusions upon different structures …
mathematical results, comparisons, optimisations and conclusions upon different structures …
[PDF][PDF] Discrete fractional numerical analysis on the shallow water wave theory
In order to address the wave height distribution in any region, from deep ocean to shallow
water, coastal engineering, electromagnetic wave propagation and scattering, and …
water, coastal engineering, electromagnetic wave propagation and scattering, and …