Paul Williams, a leading authority on modeling in integer
programming, has written a concise, readable introduction to the
science and art of using modeling in logic for integer programming.
Written for graduate and postgraduate students, as well as
academics and practitioners, the book is divided into four chapters
that all avoid the typical format of definitions, theorems and
proofs and instead introduce concepts and results within the text
through examples. References are given at the end of each chapter
to the more mathematical papers and texts on the subject, and
exercises are included to reinforce and expand on the material in
the chapter. Methods of solving with both logic and IP are given
and their connections are described. Applications in diverse fields
are discussed, and Williams shows how IP models can be expressed as
satisfiability problems and solved as such.
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