Commutators of Bilinear θ-Type Calderón–Zygmund Operators on Morrey Spaces Over Non-Homogeneous Spaces

Multilinear strongly singular integral operators on non-homogeneous metric measure spaces

“…Remark 1.9 The definition of the Morrey spaces are independent of the constant k > 1, and the norms are equivalent for different k > 1, see [4,30,32,33,40].…”

Commutators of log-Dini-type parametric Marcinkiewicz operators on non-homogeneous metric measure spaces

“…In this section, we will prove Theorem 1.3. We recall the boundedness in Morrey space M q p (μ) of the sharp maximal function on (X , d, μ) [22,31].…”

Parameter θ -Type Marcinkiewicz Integral on Nonhomogeneous Weighted Generalized Morrey Spaces

“…Theorem 13. Let K satisfy (8) and ( 9), ω ∈ A ρ p ðμÞ, and ϕ : ð0, ∞Þ ⟶ ð0, ∞Þ be an increasing function satisfying (18) and (19). Suppose that M ρ θ defined in (10) is bounded on L 2 ðμÞ.…”

“…Since then, the research on the space has been widely focused, for example, some authors established the properties of function spaces on the nonhomogeneous metric measure space (see [10][11][12][13][14]). On the other hand, the boundedness of singular integral operators on various of spaces is also obtained; the readers can see [15][16][17][18][19][20] and so on.…”