Doctor of Philosophy · Applied Mathematics
Some Properties and Relations Between I-functions and Their Application
A doctoral study of special functions, their properties, and their applications to integral equations and problems in mathematical physics.
Explore the thesisA study of
special functions.
The thesis investigates I-functions of one and two variables and explores how their properties connect to wider problems in applied mathematics.
As described in the original abstract, the work introduces classes of special functions and discusses applications to dual integral equations, heat conduction, and vibration in a string.
From theory
to application.
The thesis begins with the development of special functions, including generalized hypergeometric functions and I-functions of one and two variables. It then examines their properties and relationships, before considering how these tools can be applied to mathematical problems.
The abstract highlights applications in solving dual integral equations, the problem of heat conduction, and the vibration of a string.
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