Skip to main content

Events

Weiwei Hu, Oklahoma State University, An Approximating Control Design for Optimal Mixing by Stokes Flows

SAS 4201

We consider an approximating control design for optimal mixing of a non-dissipative scalar eld in unsteady Stokes ows. The objective of our approach is to achieve optimal mixing at a given nal time, via an active control of the ow velocity through boundary inputs. Due to the zero diusivity of the scalar eld, establishing the well-posedness of its…

Zack Morrow, NC State, SIAM Student Chapter Tutorial Series, Sparse methods for high-dimensional problems

SAS 2235

In full-tensor extensions of 1D interpolation or quadrature rules, the number of nodes will grow exponentially in the dimension—commonly called the “curse of dimensionality.” In this talk, we present an overview of sparse grids, in which the number of nodes grows only polynomially in the dimension. First, we will do an overview of 1D interpolation for…

Michael Overton, NYU, Nonsmooth, Nonconvex Optimization: Algorithms and Examples

SAS 1102

In many applications one wishes to minimize an objective function that is not convex and is not differentiable at its minimizers.  We discuss two algorithms for minimization of nonsmooth, nonconvex functions.  Gradient Sampling is a simple method that, although computationally intensive, has a nice convergence theory.  The method is robust and the convergence theory has…

Radmila Sazdanović to speak at Coffee and Viz Series

James B. Hunt Jr. Library at Centennial Campus

Radmila Sazdanović will speak at the Coffee and Viz series in the Teaching and Visualization Lab, James B. Hunt Jr. Library on Friday March 16, 9:30-10:30 am about Visual Mathematics: the role of visualizations in math research.

Michael L. Overton, NYU Courant, Numerical Investigation of Crouzeix’s Conjecture

SAS 4201

In many applications one wishes to minimize an objective function that is not convex and is not differentiable at its minimizers.  We discuss two algorithms for minimization of nonsmooth, nonconvex functions.  Gradient Sampling is a simple method that, although computationally intensive, has a nice convergence theory.  The method is robust and the convergence theory has…

Jeff Meier, University of Georgia Athens, Filling transverse links with trisected surfaces

SAS 4201

We will describe an adaptation of the theory of trisections to the setting of properly embedded, smooth, compact surfaces in smooth, compact, orientable four-manifolds with boundary.  The main result is that any such surface can be isotoped to lie in bridge trisected position with respect to a given trisection on the ambient four-manifold.  The trisection…

Constantine Dafermos, Brown University, Energy dissipation at maximal rate

SAS 4201

The lecture will consider the case of evolution equations, endowed with a "free energy," for which the initial value problem possesses multiple solutions, with an eye to examining whether the particular solution that maximizes the rate of energy decay enjoys a special status.

Let’s Talk IT: WordPress

SAS 4201

Effective webpages are an increasingly important medium for disseminating information related to classes and research. For TAs, they provide a critical way to share material with your class whereas for those entering the job market, they are often checked by potential employers interested in obtaining more information about candidates. Hence it is important to construct…

Triangle Lectures in Combinatorics

SAS 1102

The Triangle Lectures in Combinatorics is a series of combinatorial workshops held each semester on a Saturday in the Research Triangle region of North Carolina, funded by the National Science Foundation.  The workshop this spring, the 15th installment of the Triangle Lectures in Combinatorics (TLC), will be hosted by North Carolina State University in Raleigh,…

Karola Mészáros, Cornell University, Product formulas for volumes of flow polytopes

SAS 4201

The flow polytope associated to an acyclic graph is the set of all nonnegative flows on the edges of the graph with a fixed netflow at each vertex. We will examine flow polytopes arising from permutation matrices, alternating sign matrices and Tesler matrices. Our inspiration is the Chan-Robins-Yuen polytope (a face of the polytope of…