The book is best suited for graduate students in mathematics and theoretical physics who have a strong foundation in basic differential geometry and complex analysis. It's also valuable for researchers looking to understand the connections between geometry and string theory.

Readers should have a solid background in differential geometry, complex analysis, and basic algebraic topology. Familiarity with manifold theory and some exposure to algebraic geometry would be beneficial but is not strictly necessary.

Unlike many other texts in the field, this book provides a unique balance between theoretical rigor and accessibility, with extensive exercises and appendices that connect to current research directions. Its focus on applications to string theory also sets it apart from more purely mathematical treatments of the subject.