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of algebra, topology, and geometry, especially their connections to combinatorics, symbolic computation, and mathematical physics; core areas of applied mathematics, including matrix analysis, numerical
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, differential equations, geometry/topology, numerical analysis, optimization, and statistics. Part of the research is also carried out in close cooperation with other fields of science and technology at NTNU, as
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experience with R or Python programming is also very desirable. Experience in one or more of the following is an advantage: finite-sample statistical theory, concentration inequalities, statistical optimality
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in the College of Mathematical Sciences at Harbin Engineering University. Candidates in areas including, but not limited to, Dynamical Systems, Bifurcation Analysis, Complex Networks, Optimization
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limited to, Dynamical Systems, Partial Differential Equations, Optimization, Stochastic Differential Equations, Stochastic Partial Differential Equations, Mathematical Physics, Fluid Dynamics, Mathematical
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complement or strengthen the competences of the section. For this call, we are looking for people who work in any one of the following areas: Automated reasoning, e.g., Optimization, Satisfiability (SAT / SMT