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mathematical models to analyze and optimize waste flows. Optimization Techniques: Familiarity with advanced optimization techniques, including linear, non-linear, multi-objective, or stochastic optimization
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creating the fastest algorithms for modeling of entanglement purification circuits; creating the highest performance quantum error detection circuits; developing symbolic computer algebra systems for quantum
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background in differential geometry, algebraic geometry, topology and quantum field theory. However, applications from all well-qualified candidates will be considered. Applicants should have an earned
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, the monotonicity of period function, the center-focus problems, Bogdanov-Takens bifurcations, the algebraic limit cycles, Mathematical Biology, etc. - Starting date: Open until all positions are filled. Compensation
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, Bulgaria [map ] Subject Area: Cluster Algebras and Quantum Groups Appl Deadline: (posted 2024/12/30, listed until 2025/06/22) Position Description: Apply Position Description The Institute of Mathematics and
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National Aeronautics and Space Administration (NASA) | Greenbelt, Maryland | United States | about 5 hours ago
instrumentation with new and enhanced capabilities. These new instruments make use of additional aspects of electromagnetic radiation, such as the UV portion of the spectrum and linear polarization. We seek a
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Kahl (Computer Vision, Chalmers), Kathlén Kohn (Algebraic Geometry, KTH), and Mårten Björkman (Robotics, Perception and Learning, KTH). The research focuses on developing novel machine learning methods
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, Probabilistic Inference, Algebraic Topology and Wavelet analysis theory. Familiar with Matlab/Python/C++ programming. Experience with Pytorch and multi-GPU model deployment. Experience in analyzing complex
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, fixed effects models, mixed effects models, or GLM [Generalized Linear Models]). A strong record of international publications commensurate with the applicant’s field and level of experience. Proficiency
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: To classify integrable field theories, including those appearing in string theory. To uncover the universal algebraic structures of integrable models. To construct new integrable instances of gauge/gravity