Register to reply 
This can not be so easyby eljose79
Tags: None 
Share this thread: 
#1
Apr403, 09:24 AM

P: 215

suppose we want to solve the integral equation
g(x)=Int(1,1)exp(xy)f(y)dy (2) then this is equal to g(x)=Int(infinite,infinite)exp(xy)f(y)W(y)dy where the W(y) function is defined like that: W(y) is 1 iif 1<y<1 and 0 elsewhere. then we would have that the equation (2) is a fourier transform and inverting we can get f(x)W(x). Is all that?..i can not believe that solving an integral equation could be so easy... 


#2
Apr403, 10:23 AM

Math
Emeritus
Sci Advisor
Thanks
PF Gold
P: 39,339

I'm afraid I don't quite understand your question.
You refer to g(x)=Int(1,1)exp(xy)f(y)dy as an "integral equation" so I presume you mean that g is given and you want to find f. How does converting to the integral from inf to inf make this a Fourier transform? Doesn't the Fourier transform have an exp(ixy) in it? 


Register to reply 
Related Discussions  
Easy Derivative  Not easy for me, though!  Calculus & Beyond Homework  5  
Guys, I have 4 easy questions. (probably easy to you)  Introductory Physics Homework  32  
Easy gauss' law question that I wanna make sure I didn't make too easy  Advanced Physics Homework  0  
Something easy.  Fun, Photos & Games  4  
Easy, easy questionplease help...  Set Theory, Logic, Probability, Statistics  1 