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, Technology and Information in Human-Computer Interaction (HCI), with a focus on responsible computing. The successful candidate will have an interest in online safety, including areas such as social media
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methods that can accurately model such processes remains an open and active research frontier. This PhD project is fundamentally about advancing that frontier, contributing new methods for generative
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static structure. This multi-state docking approach will be based on a scoring function combining shape complementarity and approximate binding free energy in order to rank binding candidates while
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Faculdade de Ciências Médicas|NOVA Medical School da Universidade NOVA de Lisboa. | Portugal | 2 days ago
de Lisboa Research Fellowship Regulation (Dispatch no. 9484/2023, of August 14), available at https://diariodarepublica.pt/dr/detalhe/despacho/9484-2023-221611620 . Selection Methods 1
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human activities, and a probabilistic analysis of the risks associated with their development by 2050. 1. Literature review of multi-scale modelling methods for cumulative effects Initially, a
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National Aeronautics and Space Administration (NASA) | Greenbelt, Maryland | United States | about 3 hours ago
medium. Methods of investigation may include analyses of archival multi-wavelength observations from space- and ground-based facilities, as well as new observations and analyses. Additional interests
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, Microsoft Outlook Preferred Other Computer Applications: Preferred Additional Knowledge, Skills and Abilities: Email to a Friend https://unmc.peopleadmin.com/postings/97047
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: Department of Family Medicine Course Title: Applied Mixed Methods in Health Research Course Code: FMED 672 Estimated Number of Positions: 1 Total Hours of Work per Term: 20 Position Summary: Family Medicine
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secured from June through August 2026 Employment thereafter will be conditional based on the continued availability of funding. Responsibilities KEY RESPONSIBILITIES: - 1. Prepare and run computer
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RESPONSIBILITIES: - 1. Prepare and run computer simulations for research purposes 2. Develop numerical methods for differential equations 3. Determine eigenvalues and eigenfunctions for a fractal eigenvalue problem