Volume of geometric objects plays an important role in applied and
theoretical mathematics. This is particularly true in the
relatively new branch of discrete geometry, where volume is often
used to find new topics for research. Volumetric Discrete Geometry
demonstrates the recent aspects of volume, introduces problems
related to it, and presents methods to apply it to other geometric
problems. Part I of the text consists of survey chapters of
selected topics on volume and is suitable for advanced
undergraduate students. Part II has chapters of selected proofs of
theorems stated in Part I and is oriented for graduate level
students wishing to learn about the latest research on the topic.
Chapters can be studied independently from each other. Provides a
list of 30 open problems to promote research Features more than 60
research exercises Ideally suited for researchers and students of
combinatorics, geometry and discrete mathematics
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