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ricerca scientifica di Fascia 1 presso la Sezione di Bari dell’INFN - durata 12 mesi, eventualmente rinnovabile Where to apply Website https://www.ac.infn.it/ Requirements Additional Information Eligibility
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and localization of earthquake-induced damage, including numerical simulations and full-scale laboratory tests Where to apply Website http://www.unipg.it Requirements Additional Information Eligibility
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Composite Structures Under Mechanical and Thermal Loads Where to apply Website https://careers.polito.it/ Requirements Additional Information Eligibility criteria Eligible destination country/ies for fellows
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ALMA MATER STUDIORUM - UNIVERSITA' DI BOLOGNA - - DIPARTIMENTO DI INGEGNERIA CIVILE, CHIMICA, AMBIENTALE E DEI MATERIALI | Italy | 5 days ago
. Structural optimization and numerical modeling. Where to apply Website http://www.unibo.it Requirements Additional Information Eligibility criteria to apply for research grants fill out the form available
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, devoted to the study of the singular structures of measures arising in Geometric Analysis, Optimal Transport, and Geometric Measure Theory. The aim is to develop new tools to describe the fine geometric
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Management (PHM) approaches for advanced energy systems, with specific emphasis on electrochemical batteries and structural batteries. Activities include degradation modeling, health state diagnostics, and
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, devoted to the study of the singular structures of measures arising in Geometric Analysis, Optimal Transport, and Geometric Measure Theory. The aim is to develop new tools to describe the fine geometric
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, devoted to the study of the singular structures of measures arising in Geometric Analysis, Optimal Transport, and Geometric Measure Theory. The aim is to develop new tools to describe the fine geometric
-
, devoted to the study of the singular structures of measures arising in Geometric Analysis, Optimal Transport, and Geometric Measure Theory. The aim is to develop new tools to describe the fine geometric
-
, devoted to the study of the singular structures of measures arising in Geometric Analysis, Optimal Transport, and Geometric Measure Theory. The aim is to develop new tools to describe the fine geometric