Theorems and proofs assumption 1. { ( x , y ) } is an i.i.d sample from ( ). the region of x , denoted by , is a non-degenerate compact subset of r . besides, the den- sity function of is bounded

HIGHLIGHTS

• who: from the (UNIVERSITY) have published the research: Theorems and Proofs Assumption 1. { ( X , Y ) } is an i.i.d sample from ( ). The region of X , denoted by , is a non-degenerate compact subset of R . Besides, the den- sity function of is bounded, in the Journal: (JOURNAL) of December/30,/2022

SUMMARY

Assumption 4. supk supx∈X |ϕk (x)| and amp;lt; ∞ where {ϕk }∞ k=1 is an orthonormal basis of L2 (X; P) Rassociated with the eigenvalues {ρk,γ }∞ k=1 of kernel function Kγ. X ×X (xk - zk ) Kγ (x, z . . .

 



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