275 parallel-computing-numerical-methods-"Simons-Foundation" positions at Oak Ridge National Laboratory
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of numerical quantum many-body methods to study model Hamiltonians. Strong background in linear algebra. Preferred Qualifications: Experience with density matrix renormalization group and tensor network
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Requisition Id 15564 Overview: Oak Ridge National Laboratory (ORNL) is seeking an Isotope Science and Enrichment Program Integration Manager to lead the development and oversight of master
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computed tomography (CT) reconstruction, including sparse-view and limited-angle algorithms, and the application of advanced machine learning (ML) and computational imaging methods to scientific and
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, control theory, data science, data driven methods, discrete mathematics, graph algorithms, high-performance computing, integral equations and nonlocal models, linear and multilinear algebra, machine
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Requisition Id 15513 Overview: Oak Ridge National Laboratory (ORNL) is seeking an Isotope Science and Enrichment Program Integration Manager to lead the development and oversight of master
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operational excellence and engagement with the communities where we live and work. ORNL invites you to apply to its Distinguished Staff Fellowship (DSF) Program. This program recognizes outstanding early-career
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Requisition Id 15337 Overview: We are seeking a Postdoctoral Research Associate who will focus on applying computational methods in the areas of interfacial chemistry of rare-earth elements
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Requisition Id 15197 Overview: The Field Intelligence Operations Division (FIOD) invites candidates to apply for an Enterprise IT Program Manager role supporting DOE and other National
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for massively parallel computers. Experience with quantum many-body methods. Preferred Qualifications: A strong computational science background. Familiarity with coupled-cluster method. Understanding
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on the development of new algorithms and methods that can be used to analyze large and complex scientific data using novel computer architectures such as high performance, neuromorphic, and quantum computing. We are a