Pure and Applied Mathematics (Wiley) Books in Order
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🎧 Listen to Convex Polytopes on Audible
The Pure and Applied Mathematics series, authored by Branko Grünbaum and published between 1967 and 2010, explores mathematical concepts with a focus on convexity in d-dimensional real Euclidean space. Each volume examines properties of convex sets and their mathematical characteristics within this framework. The series maintains a consistent emphasis on theoretical aspects of convexity across higher-dimensional spaces.
Books in this series
Ordered by first publication where known. The official numbering for this series is incomplete in our sources, so we don't show series numbers we can't verify.
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Buy on Amazon1967 · Günter M. Ziegler
The book focuses on convexity in d-dimensional real Euclidean space, denoted as Rd. It primarily examines properties and concepts related to convex…
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Frequently asked questions
What order should I read the Pure and Applied Mathematics (Wiley) books in?
Read them in publication order — the list above is sorted by first publication where known, starting with “Convex Polytopes”.
How many books are in the Pure and Applied Mathematics (Wiley) series?
We list 2 books by Günter M. Ziegler , published between 1967–2010.
Where can I buy the Pure and Applied Mathematics (Wiley) books?
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Reading order compiled from author/publisher guidance and verified bibliographic data. Spotted a wrong order, a missing book, or any other mistake? and we'll correct it.