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field theory, non-Lorentzian (non-relativistic or Carollian) limits in gravity theories, topological field theory, graded geometry, higher algebra. Responsibilities In the research area: publishing
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algebra, analysis, applied mathematics, and geometry/topology. Candidates must submit a cover letter and curriculum vitae at https://www.ubjobs.buffalo.edu/postings/64020 Candidates should also submit a
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, applied mathematics, and geometry/topology. Candidates must submit a cover letter and curriculum vitae at https://www.ubjobs.buffalo.edu/postings/64013 Candidates should also submit a cover letter
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of special functions, and appear naturally in physics, but also, for example, in combinatorics (finite differential generating series) or in algebraic geometry (Picard‑Fuchs equations). A particularly
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programs is possible including algebra, analysis, combinatorics, control theory, dynamical systems, geometry, numerical analysis, probability, statistics, stochastic analysis/control, and partial
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Technical Skills: Algebraic and/or differential geometry of module spaces. Poisson geometry. Cluster algebras. Specific Requirements Knowledge: Pure mathematics. Varieties of characters. Teichmüller's theory
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with mathematicians working in areas of traditional interest in the department - which include geometry and topology in many flavors, complex and real analysis, dynamical systems, partial differential
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Mathematics, and Statistics mirroring the School’s strong research programs. It has particular strengths in Algebra, Analysis, Combinatorics, Geometry, Mathematical Physics and Number Theory, Bayesian and Monte
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highly qualified researchers and experts in pure and applied mathematics. The program promotes advanced skills in areas such as Analysis, Algebra, Geometry, Mathematical Physics, Scientific Computing
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in higher adelic analysis and geometry, applications of algebraic K-theory in arithmetic geometry, in anabelian geometry and IUT, in Diophantine geometry, in applications of modern mathematics to deep