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  • Non-commutative Geometry and its Applications > 
  • Workshop: Future directions for non-commutative geometry
Workshop: Future directions for non-commutative geometry
Workshop: Future directions for non-commutative geometry
  • Non-commutative Geometry and its Applications
  • Workshop: Future directions for non-commutative geometry
    • Schedule
    • Participants
    • Poster Session

Workshop: Future directions for non-commutative geometry

Dates: December 15-18, 2014
Venue: HIM lecture hall, Poppelsdorfer Allee 45
Organizers: Alan L. Carey, Matthias Lesch

Schedule
Participants

  • About HIM
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      • Past Trimester Programs
        • Spectral Methods in Algebra, Geometry, and Topology
        • Interactions between Geometric measure theory, Singular integrals, and PDE
        • Discrete Optimization
        • Harmonic Analysis and Analytic Number Theory
        • The Interplay between High-Dimensional Geometry and Probability
        • Dynamics: Topology and Numbers
        • Evolution of Interfaces
        • Logic and Algorithms in Group Theory
        • Types, Sets and Constructions
        • Periods in Number Theory, Algebraic Geometry and Physics
        • Applied and Computational Algebraic Topology
        • K-Theory and Related Fields
        • Multiscale Problems
        • Von Neumann Algebras
        • Mathematics of Signal Processing
        • Combinatorial Optimization
        • Homotopy theory, manifolds, and field theories
        • Non-commutative Geometry and its Applications
          • Description
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          • Trimester Seminar
          • Junior Seminar
          • Summer School
          • Workshop: Non-commutative geometry's interactions with mathematics
          • Workshop: Quantum physics and non-commutative geometry
          • Special topics series
          • Plücker Lecture
          • Workshop: Number theory and non-commutative geometry
          • Workshop: Future directions for non-commutative geometry
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        • Arithmetic and Geometry
        • Mathematical challenges of materials science and condensed matter physics
        • Integrability in Geometry and Mathematical Physics
        • Analysis and Numerics for High Dimensional Problems
        • On the Interaction of Representation Theory with Geometry and Combinatorics
        • Geometry and Dynamics of Teichmüller Spaces
        • Rigidity
        • Mechanism Design and Related Topics
        • Diophantine Equations
        • Geometry and Physics
        • Complex Stochastic Systems: Discrete vs. Continuous
        • Representation Theory, Complex Analysis and Integral Geometry
        • Mathematics for Complex Materials
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