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'The book is mainly addressed to the non-expert reader, in that it
assumes only a little background in complex analysis and algebraic
geometry, but no previous knowledge in transcendental number theory
is required. The technical language is introduced smoothly, and
illustrative examples are provided where appropriate ... The book
is carefully written, and the relevant literature is provided in
the list of references. 'Mathematical Reviews ClippingsThis book
gives an introduction to some central results in transcendental
number theory with application to periods and special values of
modular and hypergeometric functions. It also includes related
results on Calabi-Yau manifolds. Most of the material is based on
the author's own research and appears for the first time in book
form. It is presented with minimal of technical language and no
background in number theory is needed. In addition, except the last
chapter, all chapters include exercises suitable for graduate
students. It is a nice book for graduate students and researchers
interested in transcendence.
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