Hi
I have the heat equation
where -infinity< x <infinity
and tau>0
with u(x,0)=H(x) the heavyside function
and I'm looking for a solution of the form u(x, tau)=U(y) where y=x/sqrt of tau.
How do the boundary conditions become
U(-infinity)=0
and
U(infinity)=0
I did something and got 1/0!! maybe limits are needed? Thanks for any help


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