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What is the green function of the triangular kernel $K:R\times R\to R$$K$: $$ K(x,y)=1-|x-y| $$ where $x,y\in R$ such that $|x-y|<1$?
What is the green function of the triangular kernel $K:R\times R\to R$: $$ K(x,y)=1-|x-y| $$ where $x,y\in R$ such that $|x-y|<1$?
What is the green function of the triangular kernel $K$: $$ K(x,y)=1-|x-y| $$ where $x,y\in R$ such that $|x-y|<1$?
whatWhat is the green function of the triangular kernel $K:R\times R\to R$:
$$ K(x,y)=1-|x-y| $$
where where $x,y\in R$ such that $|x-y|<1$.
Might be trivial, but wasn't able to figure it out!
Thank you!
Fabio?
what is the green function of the triangular kernel $K:R\times R\to R$:
where $x,y\in R$ such that $|x-y|<1$.
Fabio
what is the green function of the triangular kernel:
