- #1
rugphy
- 3
- 0
Hi,
I've questions about the Fredholm integral equation :
1. Is an following eq.
[itex]a(x)y(x) + \int^{∞}_{-∞}\frac{\sin(x-y)}{x-y}dy = f(x)[/itex]
be defined as singular integral equation, if it is how can i get the solution?
2. What is the definition of singular kernel and is the kernel in (1)?
please help me or give me some suggestions/links to materials about these.
Thank you.
I've questions about the Fredholm integral equation :
1. Is an following eq.
[itex]a(x)y(x) + \int^{∞}_{-∞}\frac{\sin(x-y)}{x-y}dy = f(x)[/itex]
be defined as singular integral equation, if it is how can i get the solution?
2. What is the definition of singular kernel and is the kernel in (1)?
please help me or give me some suggestions/links to materials about these.
Thank you.