White Noise Functional Approach to the Stochastic KdV Equations - Hyder, Abd-Allah
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If we allow for some randomness in some of the coefficients of a partial differential equation, we often obtain a more realistic mathematical model of the situation. This model would be partial differential equation involving stochastic parameters (stochastic partial differential equation (SPDEs)). Representative examples are the stochastic Korteweg-de Vries (KdV) equations, which will be the focus of my work.

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Produktbeschreibung
If we allow for some randomness in some of the coefficients of a partial differential equation, we often obtain a more realistic mathematical model of the situation. This model would be partial differential equation involving stochastic parameters (stochastic partial differential equation (SPDEs)). Representative examples are the stochastic Korteweg-de Vries (KdV) equations, which will be the focus of my work.
Autorenporträt
Name: Abd-Allah Hyder. Nationality: Egypt. Date of Birth: 22 /1/1984. Status: Married (One Child). Occupation: Lecturer in Department of Engineering Mathematics and Physics, Faculty ofEngineering, Al-Azhar University, Cairo, Egypt. Research of Interest: Functional Analysis, White Noise Analysis and SPDEs. Prizes: The best Ph.D thesis, EMS, 2015.