This monograph presents a rigorous mathematical framework for a linear elastic model arising from volcanology that explains deformation effects generated by inflating or deflating magma chambers in the Earth’s interior. From a mathematical perspective, these modeling assumptions manifest as a boundary value problem that has long been known by researchers in volcanology, but has not, until now, been given a thorough mathematical treatment. This mathematical study gives an explicit formula for the solution of the boundary value problem which generalizes the few well-known, explicit solutions found in geophysics literature. Using two distinct analytical approaches—one involving weighted Sobolev spaces, and the other using single and double layer potentials—the well-posedness of the elastic model is proven. An Elastic Model for Volcanology will be of particular interest to mathematicians researching inverse problems, as well as geophysicists studying volcanology.
This book provides a comprehensive profile of the development of sociology in Italy from the post-war period to the present day. The first English-language account of the history of Italian sociology, it focuses on the process of institutionalization of the discipline within the Italian university system and its changing relationships with extra-academic actors and institutions: political parties, unions, the Catholic Church, political and social movements, as well as local and national governments. Arranged chronologically across eight chapters, it presents all major steps in the development of the discipline in a theoretically-informed but accessible way. The authors explore the pioneering phase of the 1950s to the establishment of the first academic chairs in the 1960s, from the student revolts of 1968 to the creation of the first sociological association in the 1980s and up to the present day. It will appeal to social science and history scholars and students, as well as readers interested in the history of Contemporary Italy.
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