Positive-semidefinite kernel
= Positive-semidefinite kernel
= Positive-definite kernel
{synonym}
A symmetric function $k$ is a positive-semidefinite kernel when every finite Gram matrix $(k(x_i,x_j))$ is positive semidefinite.
= Positive-semidefinite kernel
= Positive-definite kernel
{synonym}
A symmetric function $k$ is a positive-semidefinite kernel when every finite Gram matrix $(k(x_i,x_j))$ is positive semidefinite.