Integral Representation Formulas in Clifford Analysis and Polydomains - Kaur, Gurpreet
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Integral representation formulas play a vital part in mathematical analysis. They serve to determine properties of the functions represented, to solve differential equations, even boundary value problems for differential equations or transfer differential equation to integral equations. One of the prominent integral representataion is Cauhy-Pompieu formula which leads to higher order reprsenatations for n-times differentiable functions. This book serves as a platform to carry out a critical survey of the research work by various mathematicians on integral represenataion formulas in Clifford analysis and polydomains.…mehr

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Produktbeschreibung
Integral representation formulas play a vital part in mathematical analysis. They serve to determine properties of the functions represented, to solve differential equations, even boundary value problems for differential equations or transfer differential equation to integral equations. One of the prominent integral representataion is Cauhy-Pompieu formula which leads to higher order reprsenatations for n-times differentiable functions. This book serves as a platform to carry out a critical survey of the research work by various mathematicians on integral represenataion formulas in Clifford analysis and polydomains.
Autorenporträt
Gurpreet Kaur is currently an Associate Professor in the Department of Mathematics, Mata Sundri College for Women, University of Delhi, India. She has a teaching experience of more than 17 years. Her research expertise lie in Complex Analysis. She has several research articles to her credit in renowned international journals.