What are some alternatives to Griffiths Harris ‘Principles of algebraic geometry” chapters 0 and 1

algebraic-geometrycomplex-geometrymanifoldsreference-requestriemann-surfaces

I liked using Rick Miranda's Algebraic Curves and Riemann Surfaces chapters I to VIII as an alternative to Griffiths' Introduction to Algebraic Curves. I notice they overlap in most topics.

I notice Rick Miranda's Algebraic Curves and Riemann Surfaces IX onwards overlaps with Griffiths Harris "Principles of algebraic geometry" chapters 0 and 1, but not really for most topics.

What are some alternatives to Griffiths Harris "Principles of algebraic geometry" chapters 0 and 1 that preferably are like Rick Miranda's Algebraic Curves and Riemann Surfaces chapters I to VIII as an alternative to Griffiths' Introduction to Algebraic Curves?

Here's a screenshot of the table of contents for Griffiths Harris "Principles of algebraic geometry" chapters 0 and 1

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P.S. Not sure if this relevant, but: I was told in a comment to one of my deleted questions that Griffiths' Introduction to Algebraic Curves is a prerequisite to griffiths harris principles of algebraic geometry.


Edit: Maybe related:

What to study after Miranda's "Algebraic curves and Riemann surfaces"?

What do I need to read Philip Griffths

Best Answer

I think pretty much everything you need is in Huybrechts' book titled Complex Geometry. This has the benefit of having many exercises and being written for someone new to the subject, whereas I think that Griffiths and Harris assumes that you already have had exposure to the materials in chapter $0$.

The book is available through Springer.

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