Recent content by sumesh.pt

  1. S

    Fourier transforms of power of a function

    Thanks for the reply. In RHS summation is over all possible q. Could you please clarify the last part of your explanation where you say that it would be true if it is written as FT(LHS) and use a combination of Parsevals theorem and some differentiation property. How do I see that? Thanks.
  2. S

    Fourier transforms of power of a function

    I am not able to comprehend this : /int dx (df(x)/dx)^2 = \sum (q^2 F(q)^2 where F(q) is the Fourier transform of f(x). Can some one throw light? thanks.
  3. S

    A vector is a vector is a vector

    Hey, this is to mathwonk..dont u thnk such discussions somtime giv a better insight?
  4. S

    A vector is a vector is a vector

    I wud appreciate if u can just check this out. http://www.google.co.in/search?q=%22a+vector+is+a+vector+is+a+vector%22&sourceid=mozilla-search&start=0&start=0&ie=utf-8&oe=utf-8&client=firefox&rls=org.mozilla:en-US:unofficial
  5. S

    A vector is a vector is a vector

    Can anybody explain what does 'a vector is a vector is a vector' mean?
Back
Top