- #1
MidgetDwarf
- 1,508
- 647
The course description is as follows:
Description Function spaces, convergence, inner product, bounded linear operators, integral operators and integral equations, adjoint operators, expansion in eigenfunctions, resolvent, kernel
The instructor is on sabbatical, until the start of the class. So it is not possible to send him an inquiry directly. Moreover, the course has no assigned textbook.
The only requirements for the course are: Intro Real Analysis 1 (from sequences up to MVT/ No differentiation/Integration). Intro Linear Algebra (Lower Division), and lower division ODE.
When I google the Applied Linear Analysis, I get results for mainly Statistics based math. A few entries turned up as Functional Analysis. Is this a functional analysis course based on the topics?
Anyhow, does anyone know a book that covers the topics in the course description?
Description Function spaces, convergence, inner product, bounded linear operators, integral operators and integral equations, adjoint operators, expansion in eigenfunctions, resolvent, kernel
The instructor is on sabbatical, until the start of the class. So it is not possible to send him an inquiry directly. Moreover, the course has no assigned textbook.
The only requirements for the course are: Intro Real Analysis 1 (from sequences up to MVT/ No differentiation/Integration). Intro Linear Algebra (Lower Division), and lower division ODE.
When I google the Applied Linear Analysis, I get results for mainly Statistics based math. A few entries turned up as Functional Analysis. Is this a functional analysis course based on the topics?
Anyhow, does anyone know a book that covers the topics in the course description?