Elobaid, Rafida M.

Ibrahim, Rabha W.

Obaiys, Suzan Jabbar

English

Quantum inequalities (QI) are local restraints on the magnitude and range of formulas. Quantum inequalities have been established to have a different range of applications. In this paper, we aim to introduce a study of QI in a complex domain. The idea basically, comes from employing the notion of subordination. We shall formulate a new q-differential operator (generalized of Dunkl operator of the first type) and employ it to define the classes of QI. Moreover, we employ the q-Dunkl operator to extend the class of Briot-Bouquet differential equations. We investigate the upper solution and exam the oscillation solution under some analytic functions.</p

Heriot Watt Pure

A Class of Quantum Briot–Bouquet Differential Equations with Complex Coefficients

https://pureapps2.hw.ac.uk/ws/files/41041771/mathematics_08_00794_1_.pdf

A Class of Quantum Briot–Bouquet Differential Equations with Complex Coefficients

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Heriot Watt Pure

Heriot Watt Pure