Il volume 32.2 è suddiviso in due parti. La prima contiene un inserto speciale, intitolato “From Pottery to Context. Archaeology and Virtual Modelling” e curato da Vincenzo Baldoni. L’inserto, che raccoglie complessivamente 11 contributi, è suddiviso a sua volta in due sezioni, di cui la prima (The ‘Alma Idea’ Numana Project) illustra i principali risultati del progetto di ricerca “Dal reperto al paesaggio: analisi archeologica e modellazione virtuale delle necropoli picene di Numana (AN)”, promosso dall’Università di Bologna, mentre la seconda (From Pottery to Context: Methodologies, Practices, Case Studies) approfondisce alcune tematiche di ricerca di particolare attualità nel settore dell’archeologia digitale. Nella seconda parte del volume, intitolata “Archaeological Computing: Selected Papers from the 2020 IMEKO TC-4 MetroArchaeo International Conference” e curata da Alessandra Caravale, sono pubblicati i migliori contributi scientifici sull’informatica archeologica selezionati da un Comitato scientifico internazionale e premiati nel corso dell’edizione del Convegno internazionale Metrology for Archaeology and Cultural Heritage promosso nel 2020 dall’Università di Trento https://www.metroarcheo.com/ma2020/awards
Targeted at a broad audience ranging from chemists and biochemists to physicists and engineers, this book covers advanced research while being written in an easily understandable language accessible to any interested researcher or graduate student. Following an introduction to the general concepts, the authors go on to discuss devices for processing electrons and electronic energy, memories, logic gates and related systems, and, finally, molecular-scale machines.
Based on two conferences held in Trento, Italy, this volume contains 13 research papers and two survey papers on complex analysis and complex algebraic geometry. The main topics addressed by these leading researchers include: Mori theory polynomial hull vector bundles q-convexity Lie groups and actions on complex spaces hypercomplex structures pseudoconvex domains projective varieties Peer-reviewed and extensively referenced, Complex Analysis and Geometry contains recent advances and important research results. It also details several problems that remain open, the resolution of which could further advance the field.
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