Sort by
Refine Your Search
-
are interested in postdoc candidates with prior experience in any of the following areas: ceramic processing, nano-particle synthesis, colloidal chemistry (i.e., rheological testing, zeta-potential), advanced
-
. Applications will include benchmarking, verification, and error analysis of magnetic resonance imaging simulators and electromagnetic scattering codes. References Vico F, Gimbutas Z, et al: IEEE Transactions
-
phone Meghan Catherine Burke Harris [email protected] 301 975 5631 Description This project aims to leverage sample preparation methods, state-of-the-art instrumentation, and custom software
-
accuracy verification of a correlated-photon-based method for determining photon-counting detection efficiency, Optics Express 15 (4), 1390-1407 Single photon; Quantum information; Hybrid quantum system
-
LC-MS/MS instruments and custom software tools. Individuals with a background in proteomic sample preparation, mass spectrometry, and software development are encouraged to apply as well those who have
-
methodologies [2] as open source software (e.g., as a plugin for the Free Energy and Advanced Sampling Simulation Toolkit [3] or for other existing software packages) is encouraged to improve reproducibility and
-
RAP opportunity at National Institute of Standards and Technology NIST Computational Metrology for Systems Biology and Medicine Location Information Technology Laboratory, Software and Systems
-
RAP opportunity at National Institute of Standards and Technology NIST Enabling Science from Big Microscopy Image Data Location Information Technology Laboratory, Software and Systems Division
-
. This is especially critical for identifying new (potential) pathogens such as the outbreak of a novel E. coli strain O104:H4. However, this can be difficult using the existing platforms and software because
-
range from nano to cement to models that exhibit complex dynamics. This research will build on our open source software that runs on a linux desktop as well as immersively. Opportunities exist for (1