摘要 : Let (p) over right arrow is an element of (0, 1](n) and H-A((p) over right arrow) (R-n) be the anisotropic mixed-norm Hardy spaces associated with a dilation matrix A. In this paper, we obtain a Mihlin multiplier theorem on anisot... 展开 Let (p) over right arrow is an element of (0, 1](n) and H-A((p) over right arrow) (R-n) be the anisotropic mixed-norm Hardy spaces associated with a dilation matrix A. In this paper, we obtain a Mihlin multiplier theorem on anisotropic Hardy spaces H-A((p) over right arrow) (R-n), when (p) over right arrow depends on eccentricities of A and the level of regularity of a multiplier symbol. This extends both the multiplier theorems in classical Hardy spaces and anisotropic Hardy spaces. 收起