I was fascinated by hearing about the clan of algebraic geometers in India,
Sridharan $\rightarrow$ parimala $\rightarrow$ {Sujatha, Suresh},
Seshadri $\rightarrow$ {C.S.Musili, Vikraman Balaji,},
M.S.Narasimhan $\rightarrow$ {M.S.Raghunathan,V.K.Patodi, T.Ramadas(ICTP), Nitin Nitsure(TIFR)}
and many more when i was in my 3rd year Integrated M.Sc mathematics course.I have completed My M.Sc course in July2013.
I was not having enough Background (i was not sure of what background i should have to learn algebraic geometry) and my teachers suggested me to wait for an year or two and learn good amount of groups, rings commutative algebra and then try for Algebraic geometry.
I waited till i learn some ring theory and tried looking at Algebraic geometry. For obvious reasons, I could not understand a bit.after a year, I had courses in Commutative algebra and algebraic geometry (very Basic) courses simultaneously. I was comfortable with commutative algebra but i was not very comfortable with algebraic geometry. I was not very comfortable with geometric notions. I wanted through get out of this trouble but could not make it due to spending time in other courses.
Now I want to learn "Geometric" view of algebraic geometry. I have fair amount of idea in commutative algebra.
I did not had any course in Geometry after my schooling. I know only high school geometry and I strongly feel I should first learn Geometry(projective, affine) and then look for algebraic geometry.
I would be thankful if some one can give an idea for me to the question "Where to start" ...
I am planning to learn simultaneously some affine varieties and solve problems in Daniel Bump's Algebraic Geometry Book.
every time when i ask this question, It will not reach to other person properly and it end up with some thing else. I hope that would not happen now :)
P.S : I strongly feel somehow that Algebraic Geometry is Not Just "Advanced/ well structured Commutative Algebra". That is the reason why i am trying to see the geometric point (if any, I strongly feel there is such) of Algebraic geometry.