In mathematics, a real-valued function K(x,y) is said to fulfill Mercer's condition if for all square-integrable functions g(x) one has. ∬ g ( x ) K ( x , y ) ...
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Jan 8, 2013 · I'm trying to employ Mercer's theorem on the kernel k(x,y)=min(x,y). It is known (and easy to verify) that this is a nonnegative-definite kernel ...
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Nov 14, 2013 · A kernel k(x, y) is called a Mercer kernel if it satisfies the Mercer conditions: 1) k(x, y) is symmetric, 2) continuous, and 3) positive semi- ...
Jan 8, 2013 · I'm trying to employ Mercer's theorem on the kernel k(x,y)=min(x,y). It is known (and easy to verify) that this is a nonnegative-definite kernel ...