@article{763348,
      author = {Chazal, Frédéric, and De Silva, Vin, and Glisse, Marc,  and Oudot, Steve Y.,},
      url = {http://library.usi.edu/record/763348},
      title = {The structure and stability of persistence modules /},
      abstract = {This book is a comprehensive treatment of the theory of  persistence modules over the real line. It presents a set  of mathematical tools to analyse the structure and to  establish the stability of such modules, providing a sound  mathematical framework for the study of persistence  diagrams. Completely self-contained, this brief introduces  the notion of persistence measure and makes extensive use  of a new calculus of quiver representations to facilitate  explicit computations. Appealing to both beginners and  experts in the subject, The Structure and Stability of  Persistence Modules provides a purely algebraic  presentation of persistence, and thus complements the  existing literature, which focuses mainly on topological  and algorithmic aspects.},
      recid = {763348},
      pages = {1 online resource :},
}