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Christian saints --- Angela Merici, --- Ursulines --- History. --- Brescia (Italy) --- Church history.
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Arnaldo, --- Arnaldus, --- Arnaud, --- Arnauld, --- Arnold, --- Brescia, Arnaldo da, --- Brixiensis, Arnaldus, --- Bresse, Arnaud de,
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For the past generation, most historical work on the Italian Renaissance has been devoted to the ways in which city states such as Venice transformed their captured territories into a regional state during the fifteenth century. The territorial state approach de-emphasizes the persistence of communal politics and the communal identities of the subject cities of the new territorial states. Bowd’s study is an important corrective to this argument. Based on extensive archival research in Brescia and Venice, Venice’s Most Loyal City explores the creation of a civic identity based on local politics, religion, and ritual. Communal identity flourished in Brescia in ways that reveal the strength of local autonomy and the limits of state building in the triumphal age for Venice. It is especially sophisticated in the analysis of the treatment of Brescia’s Jews and alleged witches. By employing the most recent methods of historical analysis derived from ritual and religious studies, Bowd manages to return to an older conception of Renaissance Italy that has been eclipsed in recent years.
Renaissance --- City and town life --- Group identity --- Political culture --- Collective identity --- Community identity --- Cultural identity --- Social identity --- Identity (Psychology) --- Social psychology --- Collective memory --- Culture --- Political science --- City life --- Town life --- Urban life --- Sociology, Urban --- Revival of letters --- Civilization --- History, Modern --- Civilization, Medieval --- Civilization, Modern --- Humanism --- Middle Ages --- History. --- History --- Brescia (Italy) --- Venice (Italy) --- Brixia (Italy) --- Barixia (Italy) --- Bressa (Italy) --- Brexia (Italy) --- Brexiona (Italy) --- Briscia (Italy) --- Brisia (Italy) --- Brisscia (Italy) --- Brissia (Italy) --- Brixianorum Civitas (Italy) --- Brixiensium Civitas (Italy) --- Brixna (Italy) --- Prissana Civitas (Italy) --- Prixia (Italy) --- Prizia (Italy) --- Brescia (Commune) --- Bneci (Italy) --- Mleci (Italy) --- Mleti (Italy) --- Venecia (Italy) --- Venezia (Italy) --- Venedig (Italy) --- Venetik (Italy) --- Venetsii︠a︡ (Italy) --- Velence (Italy) --- Benetia (Italy) --- Venetia (Italy) --- Wenecja (Italy) --- Venise (Italy) --- Fenice (Italy) --- Benetke (Italy) --- Vinegia (Italy) --- Burano (Italy) --- Murano (Italy) --- Venice (Lombardo-Venetian Kingdom) --- Relations --- Social life and customs. --- Politics and government. --- Venet︠s︡ii︠a︡ (Italy)
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This volume collects the revised versions of the invited and selected papers that were presented at the Second EPOS––Epistemological Perspectives on Simulation––Workshop, held in Brescia, Italy, in October 2006. EPOS is a bi-annual cross-disciplinary workshop on simulation originally established by Ulrich Frank and Klaus G. Troitzsch, with a first edition held in Koblenz in July 2004. EPOS aims to provide a forum for scholars from various disciplines, such as the social sciences, computer sciences, engineering and natural sciences, who are interested in discussing epistemological aspects of computer simulation across disciplinary boundaries. The common belief behind the workshop is the recognition that the time has come to seriously reflect on epistemological and methodological preconditions, processes and consequences of simulation as a research tool. During the fist edition in Koblenz 2004, a number of interesting topics were ca- fully addressed: the link between theory and simulation models, the empirical volition of agent-based models in the natural and the social sciences, the relation between models and truth, as well as the role of stylized facts in evidence-based models. A good cross-disciplinary atmosphere permeated the workshop, making possible the exchange of knowledge and ideas beyond any disciplinary boundary. The first EPOS proceedings were edited by Ulrich Frank and Klaus G. Troitzsch and published in the Journal of Artificial Societies and Social Simulation, Vol. 8, No. 4, 2005.
Social Sciences - General --- Computer Science --- Social Sciences --- Engineering & Applied Sciences --- Information Technology --- Computer Science (Hardware & Networks) --- Social sciences --- Computer simulation --- Data processing --- Mathematical models --- Behavioral sciences --- Human sciences --- Sciences, Social --- Social science --- Social studies --- Computer science. --- Logic design. --- Computer Science. --- Logic Design. --- Computer Science, general. --- Design, Logic --- Design of logic systems --- Digital electronics --- Electronic circuit design --- Logic circuits --- Machine theory --- Switching theory --- Informatics --- Science --- Civilization --- Brescia (2006)
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In a globalized economy logistics has become a crucial area for the success of companies. The performance of each company depends on the performance of its suppliers and of its business partners. The customers of each company are spread on a large geographical space. For this reason distribution logistics is the most important and complex part of logistics. An efficient and effective management of distribution logistics is a key issue for the success of a company. There are many different problems to deal with, from facility location to transportation, to inventory management, and, most important, to the integration and optimization of the entire logistics network. Quantitative methods provide relevant tools to support decisions, from strategic to operational, in distribution logistics.
Business logistics. --- Physical distribution of goods. --- Physical distribution of goods --- Business logistics --- Commerce --- Business & Economics --- Marketing & Sales --- Supply chain management --- Distribution of goods, Physical --- Business. --- Production management. --- Operations research. --- Decision making. --- Applied mathematics. --- Engineering mathematics. --- Game theory. --- Engineering economics. --- Engineering economy. --- Business and Management. --- Operations Management. --- Operation Research/Decision Theory. --- Applications of Mathematics. --- Game Theory, Economics, Social and Behav. Sciences. --- Engineering Economics, Organization, Logistics, Marketing. --- Industrial management --- Logistics --- Marketing --- Marketing channels --- Mathematics. --- Operations Research/Decision Theory. --- Economy, Engineering --- Engineering economics --- Industrial engineering --- Math --- Science --- Operational analysis --- Operational research --- Management science --- Research --- System theory --- Manufacturing management --- Games, Theory of --- Theory of games --- Mathematical models --- Mathematics --- Engineering --- Engineering analysis --- Mathematical analysis --- Deciding --- Decision (Psychology) --- Decision analysis --- Decision processes --- Making decisions --- Management --- Management decisions --- Choice (Psychology) --- Problem solving --- Decision making --- Brescia <2006>
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