Let φ : 𝔻 → ℝ be a
subharmonic function and let ALφ2(𝔻) denote the closed subspace of L2(𝔻,e−2φdA)
consisting of analytic functions in the unit disk 𝔻. For a certain class of subharmonic
φ, the necessary and sufficient conditions are obtained for the Toeplitz operator Tμ
on ALφ2(𝔻) and the Hankel operator Hb on ALφ2(𝔻) in order that they belong to
the Schatten ideal Sp.