Hello,


I am trying to learn about Chow ring on smooth projective manifolds (over an algebraic closed field). Do any one know of good references for this? Thank you.


Edit: Thank you for the suggestions. I am working in complex geometry, and am familiar with Griffiths-Harris book. I also did detail reading of some chapters in Hartshorne book. I looked at Fulton's book before, and will read again in more detail as your suggestions. I like to have a reference that contains from beginning to up-to-date results about Chow ring, and from your comments, I imply that Fulton's book is the one? 



References on Chow ring
Bonho,


Let me turn my comment into an answer. My initial suggestion was Fulton's *Intersection Theory*. This certainly has the most complete treatment of Chow groups, but it is certainly
not easy reading, as Michael Joyce pointed out. 
He gives some suggestions in his comments which
should be more suitable as an introduction. 
In addition since you mention your background is on the complex side,
you might also look at Voisin's *Hodge theory and complex algebraic geometry I, II*.
Chap 9 of the second volume has an introduction to Chow groups for complex algebraic varieties.


