your main issue is that you're implicitly assuming the boundary condition holds everywhere. it doesn't.
i.e. ($u(x,y) = f(c) = f(y^2-x^2) \neq e^{-y^2}$)
Thanks for the responses.
This is straight from my 'Cracking the gre math subject test 3rd edition' book (page xvi in the preface)
"Generally, scoring above an 850 puts you in the top quarter of test takers, and this would be considered a very good score."
I looked up on ETS and they give the...
Hello all.
I'm a senior engineering student at the Cooper Union who is looking for input and advice on applying to MFE programs.
I'm planning on applying to 6-7 schools being:
Berkeley
U Chicago
Baruch
Boston U
Stanford
CMU
NYU
I have a 3.2 gpa and 1490 GRE score (800 math).
My only relevant...
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