I am a graduate student in differential geometry and would like to learn more about algebraic geometry recently. Are there any recommended textbook/reference/lecture notes which is easier for a differential geometer to approach? Or are there any standard textbooks that can build my way up to algebraic geometry instead of some AG books for DG students?

My background for algebra is only an honor course I took in undergraduate which includes group, ring, field, and module.

Your help is very much appreciated!!

Principles of algebraic geometryis one of the more accessible ones to more (complex) analytically minded geometers. But maybe you're looking for something even more specifically aimed at differential geometers? (Note: this is a pretty serious book, so will take some time. But then algebraic geometry is a very rich subject, so it's not so easy to learn it without a substantial commitment.) $\endgroup$ – R. van Dobben de Bruyn Sep 1 '20 at 4:28Algebraic Curves and Riemann Surfacesbut I don't know too much about the content of that one. $\endgroup$ – Yemon Choi Sep 1 '20 at 4:45