Bornologies and Lipschitz Analysis Taylor & Francis Ltd

Bornologies are a useful tool in studying problems in mathematical analysis and general topology. For example, they can be used to characterize those metric spaces on which the real-valued uniformly continuous functions are stable under pointwise products. They are particularly useful in the study of Lipschitz-like functions. Bornologies provide a counterbalance to the preoccupation in these areas of study with local phenomena. This monograph for the first time in book form considers the large s...