Shaimardan S 1

1. Fourier multipliers and their applications to PDE on the quantum Euclidean space
2. Hörmander Type Fourier Multiplier Theorem and Nikolskii Inequality on Quantum Tori, and Applications
3. Lp–Lq boundedness of Fourier multipliers on quantum Euclidean spaces
4. Sobolev inequality and its applications to nonlinear PDE on noncommutative Euclidean spaces
5. Wave equation for Sturm-Liouville operator with singular potentials
6. Direct and inverse source problems for heat equation in quantum calculus
7. Fourier multiplier on noncommutative torus and its applications to nonlinear equations
8. On the Heat and Wave Equations with the Sturm-Liouville Operator in Quantum Calculus
9. On the solutions of some fractional q-differential equations with the Riemann-Liouville fractional q-derivative
10. q–DEFORMED HILBERT TRANSFORM AND ITS RELATED PROPERTIES AND INEQUALITIES
11. The Bessel equation on the quantum calculus
12. The Cauchy problems for q-difference equations with the Caputo fractional derivatives
13. The Schrödinger equations generated by q-Bessel operator in quantum calculus
14. Well-posedness of heat and wave equations generated by Rubin’s q-difference operator in Sobolev spaces
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