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Power Series Solutions in Differential Equations by Aditya Krishna is a document available to read on EtoBox.
This document discusses power series solutions to differential equations. It defines power series as an infinite series of terms involving powers of x or (x - x0). Ordinary points, singular points, and regular singular points are introduced in the context of second order linear homogeneous differential equations. Ordinary points are where P(x) and Q(x) are finite as x approaches a value. Singular points are where P(x) or Q(x) are not finite, but regular singular points are a special case where (x-a)P(x) and
- Author
- Aditya Krishna
- Language
- EN