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Sharp Real-Part Theorems - A Unified Approach (Paperback, 2007 ed.)
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Sharp Real-Part Theorems - A Unified Approach (Paperback, 2007 ed.)
Series: Lecture Notes in Mathematics, 1903
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We present a uni?ed approach to various sharp pointwise
inequalities for a- lytic functions in a disk with the real part of
the function on the circumference as the right-hand side. We refer
to these inequalities as real-part theorems in reference to the
?rst assertion of such a kind, the celebrated Hadamard s real-part
theorem (1892). The inequalities in question are frequently used in
the theory of entire functions and in the analytic number theory.
We hope that collecting these inequalities in one place, as well as
general- ing and re?ning them, may prove useful for various
applications. In particular, one can anticipate rich opportunities
to extend these inequalities to analytic functions of several
complex variables and solutions of partial di?erential eq- tions.
The text contains revisions and extensions of recent publications
of the authors 56]- 58] and some new material as well. The research
of G. Kresin was supported by the KAMEA program of the Ministry of
Absorption, State of Israel, and by the College of Judea and
Samaria, Ariel. The work of V. Maz ya was supported by the
Liverpool University and the Ohio State University. The authors
record their thanks to these institutions. We are most grateful to
Lev Aizenberg and Dmitry Khavinson for int- esting comments and
enhancing our knowledge of the history of the topic."
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