@article{1463499,
      author = {Matias, José, and Morandotti, Marco, and Owen, David R.,},
      url = {http://library.usi.edu/record/1463499},
      title = {Energetic relaxation to structured deformations : a  multiscale geometrical basis for variational problems in  continuum mechanics /},
      abstract = {This book is the first organized collection of some  results that have been obtained by the authors, their  collaborators, and other researchers in the variational  approach to structured deformations. It sets the basis and  makes more accessible the theoretical apparatus for  assigning an energy to a structured deformation, thereby  providing motivation to researchers in applied mathematics,  continuum mechanics, engineering, and materials science to  study the deformation of a solid body without committing at  the outset to a specific mechanical theory. Researchers  will benefit from an approach in which elastic, plastic,  and fracture phenomena can be treated in a unified way. The  book is intended for an audience acquainted with measure  theory, the theory of functions of bounded variation, and  continuum mechanics. Any students in their last years of  undergraduate studies, graduate students, and researchers  with a background in applied mathematics, the calculus of  variations, and continuum mechanics will have the  prerequisite to read this book.},
      doi = {https://doi.org/10.1007/978-981-19-8800-4},
      recid = {1463499},
      pages = {1 online resource.},
}