Conference Agenda
Overview and details of the sessions of this conference. Please select a date or location to show only sessions at that day or location. Please select a single session for detailed view (with abstracts and downloads if available).
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Session Overview | |
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Location: Unitobler, F007 30 seats, 59m^2 |
| Date: Tuesday, 09/Jul/2019 | |
| 10:00am - 12:00pm |
MS123, part 1: Asymptotic phenomena in algebra and statistics Location: Unitobler, F007 Asymptotic phenomena in algebra and statistics (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Strength and polynomial functors Asymptotics Proved by the Method of Cumulants FI-algebras: examples and counterexamples Asymptotic behavior of chains of ideals with symmetry |
| 3:00pm - 5:00pm |
MS123, part 2: Asymptotic phenomena in algebra and statistics Location: Unitobler, F007 Asymptotic phenomena in algebra and statistics (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Quantitative Properties of Ideals arising from Hierarchical Models Bounding degrees of generators for sequences of ideals Asymptotic Phenomena in the homology groups of graph configuration spaces Mirror spaces and stability in the homology of Vandermonde varieties |
| Date: Wednesday, 10/Jul/2019 | |
| 10:00am - 12:00pm |
MS200, part 1: From algebraic geometry to geometric topology: Crossroads on applications Location: Unitobler, F007 From algebraic geometry to geometric topology: crossroads on applications (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Momentum of vortex tangles by weighted area information Alexandrov spaces and topological data analysis Geometrical and topological analysis of chromosome conformation capture data Asymptotic behavior of the homology of random polyominoes |
| 3:00pm - 5:00pm |
MS200, part 2: From algebraic geometry to geometric topology: Crossroads on applications Location: Unitobler, F007 From algebraic geometry to geometric topology: crossroads on applications (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Privileged topologies of self-assembling molecular knots Why are there knots in proteins? The study of 2-stratifolds as models for applications (Part 1) The study of 2-stratifolds as models for applications (Part 2) |
| Date: Thursday, 11/Jul/2019 | |
| 10:00am - 12:00pm |
MS181, part 1: Integral and algebraic geometric methods in the study of Gaussian random fields Location: Unitobler, F007 Integral and algebraic geometric methods in the study of Gaussian random fields (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Asymptotic normality for the Volume of the nodal set for Kostlan-Shub-Smale polynomial systems Euler characteristic and bicovariogram of random excursions Bayesian approach to filament estimation with a latent Gaussian random field model On the universality of roots of random polynomials |
| 3:00pm - 5:00pm |
MS200, part 3: From algebraic geometry to geometric topology: Crossroads on applications Location: Unitobler, F007 From algebraic geometry to geometric topology: crossroads on applications (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Time-reversal homotopical properties of concurrent systems Efficient computation of multiparameter persistent homology Classification of Streamline Topologies for Hamiltonian vector fields and its applications to Topological Flow Data Analysis Robot motion planning and equivariant cohomology |
| Date: Friday, 12/Jul/2019 | |
| 10:00am - 12:00pm |
MS181, part 2: Integral and algebraic geometric methods in the study of Gaussian random fields Location: Unitobler, F007 Integral and algebraic geometric methods in the study of Gaussian random fields (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) On some Karhunen-Loève expansions related to two-point homogeneous spaces Geometry-driven finite-rank approximations of Gaussian random fields Algebraic methods in sparse grids for interpolation |
| 3:00pm - 5:00pm |
MS200, part 4: From algebraic geometry to geometric topology: Crossroads on applications Location: Unitobler, F007 From algebraic geometry to geometric topology: crossroads on applications (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) Reconnection in Biology and Physics On the real geometric hypothesis of Banach The Cucker-Smale flocking model on manifolds: Geometric & topological effects, and flocking realizability Topological modeling of local reconnection |
| Date: Saturday, 13/Jul/2019 | |
| 10:00am - 12:00pm |
MS171, part 1: Grassmann and flag manifolds in data analysis Location: Unitobler, F007 Grassmann and flag manifolds in data analysis (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) PCA Integral Invariants for Manifold Learning Subspace Averaging in Multi-Sensor Array Processing Variations on Multidimensional Scaling for non-Euclidean Distance Matrices |
| 3:00pm - 5:00pm |
MS171, part 2: Grassmann and flag manifolds in data analysis Location: Unitobler, F007 Grassmann and flag manifolds in data analysis (25 minutes for each presentation, including questions, followed by a 5-minute break; in case of x<4 talks, the first x slots are used unless indicated otherwise) A dual subgradient approach to computing an optimal rank Grassmannian circumcenter Low Rank Representations of Matrices using Nuclear Norm Heuristics Grassmann Tangent-Bundle Means |
