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- Beijing Normal-Hong Kong Baptist University (BNBU)
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Probability, Regression Analysis, Multivariate Analysis, Categorical Data Analysis, Optimization, Time Series Analysis, Survival Analysis, Actuarial mathematics, Data Mining and Bayesian Statistics are welcome
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Decisions, Data Visualization; Highly Desired: Text Mining in Business, Ethical Issues on Business Analytics, Operations Research, Optimization Methods. Job Requirement Candidates should have a PhD degree in
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Mining in Business, Ethical Issues on Business Analytics, Operations Research, Optimization Methods. Job Requirement Candidates should have a PhD degree in a related discipline, preferably in areas related
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Topology (3) Analysis or Applied analysis (4) Scientific computation and Optimizations (5) Probability and Statistics (6) Algebra and Number theory (7) Differential equations and Dynamical system Nanjing
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and optimizing to ensure AI platforms are scalable, secure, and efficient. IoT vehicle-to-everything (V2X) IoT Wireless Networking IoT Embedded Systems Industrial IoT and Mechatronics IoT Wearable
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healthcare, finance, or urban planning; system-level designing and optimizing to ensure AI platforms are scalable, secure, and efficient. IoT vehicle-to-everything (V2X) IoT Wireless Networking IoT Embedded
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, including but not limited to: o Quantum error correction, fault tolerance, and resource optimization. o Entanglement dynamics, quantum control protocols, and hybrid quantum-classical algorithms. o Modeling
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, China [map ] Subject Areas: Computational Mathematics, Applied Mathematics, Artificial Intelligence, Numerical Analysis, Optimization, Statistics Appl Deadline: none (posted 2024/08/02) Position
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interaction and integration; Continuously developing new products with the emerging customers’ needs in mind; Collaborating with other units of the department to optimize resources and contribute to the overall
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-hubs/society-hub/financial-technology . We seek talents in the cutting-edge research in FinTech. Applicants must have PhD degrees in FinTech or related fields, e.g., Computational Mathematics