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the strengths of modern biotechnology and computational tools to address essential questions in life sciences including plant biology and crop sciences. Required Qualifications PhD degree in genetics, genomics
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of Mathematics at the Hebrew University of Jerusalem is soliciting applications for postdoctoral positions, to be hosted by one of the faculty members listed below. Candidates must hold a PhD in mathematics, or
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made to support people within their role. Person Specification Essential Criteria: Qualifications 1. A PhD (or be close to submission) in mathematics or a related subject. Experience 2. Experience
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Postdoctoral Appointee - Uncertainty Quantification and Modeling of Large-Scale Dynamics in Networks
Requirements Required skills, abilities, and knowledge: Recent or soon-to-be completed PhD (within the last 0-5 years) by the start of the appointment in computer science, electrical engineering, applied
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. The faculty members’ research covers a broad range of areas, including scientific computing, algebra and number theory, differential equations and dynamic systems, statistics and data science, etc. More than
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Kong 00000, China [map ] Subject Areas: Geometric Representation Theory, Algebraic Geometry, and Low-dimensional Topology Appl Deadline: 2025/07/31 11:59PM (posted 2024/09/02) Position Description
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knowledge in applied mathematics, tensor analysis, and network science to foster the professional development of team members. Qualifications and experience essential PhD in Applied Mathematics in the fields
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, including those appearing in string theory. 2. To uncover the universal algebraic structures of integrable models. 3. To construct new integrable instances of gauge/gravity duality. 4. To investigate
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. Benefits Summary Top Benefits and Perks: Faculty Benefits Summary Minimum Qualifications: Education: A PhD or equivalent experience in engineering, the physical sciences, or applied math. Experience
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optimisation, distributed-parallel-GPU optimisation (e.g. pagmo2), Taylor-based numerical integration of ODEs (e.g. heyoka), differential algebra and high order automated differentiation (audi), quantum