# Bergman spaces and Dirichlet spaces equvalency

Suppose $$\alpha > -1$$ and $$p>0$$. $$A_{\alpha}^{p}$$ is Bergman space and $$D_{\alpha}^{p}$$ is Dirchlet space. I want to know exact proof of why $$D_{\alpha}^{p}= A_{\alpha-p}^{p}$$ for $$\alpha> p-1$$?

• you are supposed to define both side – reuns Sep 11 at 11:57
• I define both side but I cannot achieve same equality in both side :( – yaghish Sep 11 at 14:15
• define both side here in your question – reuns Sep 12 at 10:08
• Is it possible that you send me this question answer? – yaghish Sep 14 at 17:16
• plz someone help me...... – yaghish Sep 16 at 20:54