7 mathematics-functional-analysis Postdoctoral positions at Stony Brook University

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  • Stony Brook University | Stony Brook, New York | United States | 16 days ago

    mathematical analysis, and implementation level where actual systems for these proofs are developed for deployment in larger real world applications. An ideal candidate would have multiple publications

  • Stony Brook University | Stony Brook, New York | United States | 9 days ago

    mathematical analysis, and implementation level where actual systems for these proofs are developed for deployment in larger real world applications. An ideal candidate would have multiple publications

  • Stony Brook University | Stony Brook, New York | United States | about 1 month ago

    , Mathematics, Physics, or a closely related field. Proficiency in machine learning libraries (e.g, scikit-learn, PyTorch, and transformers) and data analysis tools (e.g., pandas, NumPy, and CuPy). Hands

  • Stony Brook University | Stony Brook, New York | United States | 19 days ago

    , Mathematics, Physics, or a closely related field. Proficiency in machine learning libraries (e.g, scikit-learn, PyTorch, and transformers) and data analysis tools (e.g., pandas, NumPy, and CuPy). Hands

  • Stony Brook University | Stony Brook, New York | United States | 2 months ago

    programming (e.g., Python, MATLAB). Preferred Qualifications: Experience in resilience analysis for multi-agent systems. Familiarity with communication-constrained algorithm design. Prior work on communication

  • Stony Brook University | Stony Brook, New York | United States | 2 months ago

    ., Python, MATLAB). Preferred Qualifications: Experience in resilience analysis for multi-agent systems. Familiarity with communication-constrained algorithm design. Prior work on communication-efficient and

  • Stony Brook University | Stony Brook, New York | United States | about 2 months ago

    programming (e.g., Python, MATLAB). Preferred Qualifications: Experience in resilience analysis for multi-agent systems. Familiarity with communication-constrained algorithm design. Prior work on communication

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