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of physics, including in high energy and condensed matter systems. Applicants with a background in algebraic topology, higher geometry, or mathematical physics are encouraged to apply. Terms of employment
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University of California, Los Angeles | Los Angeles, California | United States | about 2 months ago
Metabolic Flux Analysis (MFA), kinetic modeling, or constraint-based genome-scale modeling (COBRA). • Strong mathematical background in differential equations, linear algebra, and optimization. • Background
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, differential equations, linear algebra to answer how neural computations are implemented in neural networks, both in individual neurons and at the level of large circuits. We are computational group that works
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excellence and advancing the mission of both the College and the University. The Department of Mathematics is a diverse and growing department with strengths in Algebraic Geometry, Analysis, Combinatorics
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computer science Cy Maor Mathematics of materials science, elasticity, calculus of variations Eran Nevo Combinatorics with connections to commutative algebra, topology, geometry and convexity Ohad Noy Feldheim
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of Mathematical Sciences of Hebei Normal University is well known across China as traditionally strong in combinatorics, operator theory and operator algebra, and computational mathematics. The goal posed by
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, Topology and Algebra Learning Experience Design Our department offers an inclusive and international working environment with state-of-the-art facilities and strong traditions for collaboration across
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interested in candidates working in the following research areas: -- arithmetic algebraic geometry and the BSD conjecture, -- Langlands program and related problems, -- algebraic geometry and complex geometry
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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
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for joint events. What we expect A solid background in at least one of the areas essential for the CRC, e.g., higher category theory, algebraic/arithmetic geometry, homotopy theory, geometric topology