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Since 1971, the International Congress for Neo-Latin Studies has been organised every three years in various cities in Europe and North America. In August 2009, Uppsala in Sweden was the venue of the fourteenth Neo-Latin conference, held by the International Association for Neo-Latin Studies. The proceedings of the Uppsala conference have been collected in this volume under the motto Litteras et artes nobis traditas excolere Reception and Innovation. Ninety-nine individual and five plenary papers spanning the period from the Renaissance to the present offer a variety of themes covering a range of genres such as history, literature, philology, art history, and religion. The contributions will be of relevance not only for scholarly readers, but also for an interested non-professional audience.
Since 1971, the International Congress for Neo-Latin Studies has been organised every three years in various cities in Europe and North America. In August 2009, Uppsala in Sweden was the venue of the fourteenth Neo-Latin conference, held by the International Association for Neo-Latin Studies. The proceedings of the Uppsala conference have been collected in this volume under the motto “Litteras et artes nobis traditas excolere – Reception and Innovation”. Ninety-nine individual and five plenary papers spanning the period from the Renaissance to the present offer a variety of themes covering a range of genres such as history, literature, philology, art history, and religion. The contributions will be of relevance not only for scholarly readers, but also for an interested non-professional audience.
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Numerical Control: Part B, Volume 24 in the Handbook of Numerical Analysis series, highlights new advances in the field, with this new volume presenting interesting chapters written by an international board of authors. Chapters in this volume include Control problems in the coefficients and the domain for linear elliptic equations, Computational approaches for extremal geometric eigenvalue problems, Non-overlapping domain decomposition in space and time for PDE-constrained optimal control problems on networks, Feedback Control of Time-dependent Nonlinear PDEs with Applications in Fluid Dynamics, Stabilization of the Navier-Stokes equations - Theoretical and numerical aspects, Reconstruction...
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