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PhD in Quantum Error Correction and its Applications School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Yingkai Ouyang, Prof Pieter Kok Application Deadline: 15
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geometryis the area of mathematics where one studies inter-relations between explicit geometric invariants of a Riemannian (or sub-Riemannian) manifold with the spectrum of the Laplace (or Laplace type
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requirements: We are looking for an enthusiastic and highly-motivated graduate with - a first class degree in Mathematics at the Master’s level (or equivalent); - a strong background in combinatorics and
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University of Bonn, Hausdorff Center for Mathematics Position ID: HCM-PHD25 [#27038] Position Title: Position Type: Student programs Position Location: Bonn, Nordrhein-Westfalen 53115, Germany [map
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Leibniz University Hannover, Faculty of Mathematics and Physics Position ID: LUH_MAPHY-EMMYPHD [#27461] Position Title: Position Type: Student programs Position Location: Hannover, Lower Saxony
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of precision fermentation or cell culture - Affinity towards technical tasks and bioprocess control - Advantageous: Experience in mathematic modeling, programming, CAD, microfluidic or bioreactor systems
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a strong statistical, computational and mathematical background. The program features two curricula: Statistics and Computer Science. Candidates may apply either to a single curriculum or to both
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/Overseas applicants . This project would potentially suit candidates from backgrounds in Structural and Mechanical Engineering, Engineering Mathematics, Applied Mathematics and Physics. We are interested
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interacting QFTs, where non-perturbative features become important. In this project, the student will apply techniques from mathematical physics, such as generalized symmetries and topologically invariant QFTs
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Computer Science, Mathematics, or related areas. • Strong background in at least one of the following: formal methods, SMT solving, abstract interpretation, or model checking. • Experience with verification tools