[grads] [Sem-coll] AM Dept. Seminars Correction
Joe Millham
jmillhamiit at gmail.com
Mon Nov 16 10:24:53 CST 2009
Professor Hemanshu Kaul's Seminar talk is today at 12:40 pm not, 4:40
pm. Sorry for the confusion.
Networks & Optimization Seminar
Monday, Nov. 16, 12:40 pm E1 119
Hemanshu Kaul, IIT Applied Math
"Finding Large Subgraphs"
The maximum subgraph problem for a fixed graph property P asks: Given
a graph, find a subgraph satisfying property P that has the maximum
number of edges. Similarly, we can talk about maximum induced subgraph
problem. This property can be planarity, acyclicity, bipartiteness,
etc.
We will discuss some old and new problems of this flavor with special
emphasis on properties defined in terms of forbidden minors. In
particular, we will describe some new results on the maximum K_4 -
minor-free subgraph problem (joint work with Calinescu and Fernandes).
Joe Millham
Administrative Assistant
Department of Applied Mathematics
Illinois Institute of Technology
Engineering-1 Room 208
10 W. 32rd St.
Chicago IL 60616
312.567.8984 (Phone)
312.567.3135 (Fax)
On Mon, Nov 16, 2009 at 10:08 AM, Joe Millham <jmillhamiit at gmail.com> wrote:
> Please join the Applied Math department for the following Seminars and
> colloquiua. All are welcome to attend, and refreshments will be
> served as some events. For a complete listing of this semester's
> events, please visit <http://www.iit.edu/csl/am/colloquia/>
>
> Dept. Colloquium
> Monday, Nov. 16 4:40 pm E1 106
> Zhiliang Xu, Notre Dame University
> "Hierarchical Reconstruction for Discontinuous Galerkin (DG) Method
> for Hyperbolic Conservation Laws and a New Formulation of DG Method"
> See abstract below
> +++++++++++++++++++++++++++++++++++++++++
>
> Dept. Colloquium
> Wednesday, Nov. 18, 4:40 pm E1 106
> Mark Pinsky, Northwestern University
> "Browninan Motion on Riemannian Manifolds"
> see abstract below
> +++++++++++++++++++++++++++++++++++++++++
>
> Networks & Optimization Seminar
> Monday, Nov. 16, 4:40 pm E1 119
> Hemanshu Kaul, IIT Applied Math
> "Finding Large Subgraphs"
> See abstract below
> +++++++++++++++++++++++++++++++++++++++++
> =====================================================
> +++++++++++++++++++++++++++++++++++++++++
>
>
> Dept. Colloquium
> Monday, Nov. 16 4:40 pm E1 106
> Zhiliang Xu, Notre Dame University
> "Hierarchical Reconstruction for Discontinuous Galerkin (DG) Method
> for Hyperbolic Conservation Laws and a New Formulation of DG Method"
> Abstract:
> In this talk, I will present some recent developments of hierarchical
> reconstruction (HR) [Liu etal., Central discontinuous Galerkin methods
> on overlapping cells with a non-oscillatory hierarchical
> reconstruction. SIAM J. Numer. Anal., 45:2442-2467, 2007 and Xu etal.
>
> Hierarchical reconstruction for discontinuous Galerkin methods on
> unstructured grids with a WENO type linear reconstruction and partial
> neighboring cells. J.C.P. 228:2194-2212, 2009] for limiting solutions
> computed by Runge-Kutta (RK) DG methods for hyperbolic conservation
> laws. The idea of HR is to decompose the task of a high degree
> polynomial reconstruction into a series of linear polynomial
> reconstruction process. The main features of HR are order preserving
> (for smooth solutions), compact, and without characteristic
> decomposition.
>
> We explore a WENO-type linear reconstruction on each hierarchical
> level for the reconstruction of these linear polynomials to preserve
> the order of accuracy on unstructured meshes. We demonstrate that the
> hierarchical reconstruction can generate essentially non-oscillatory
> solutions while keeping the resolution and desired order of accuracy
> for smooth solutions.
>
> In addition, I will discuss a new formulation of RKDG method based on
> the conservation constraint. With this new formation, we can achieve a
> larger CFL number for RKDG method of order >= 3.
> +++++++++++++++++++++++++++++++++++++++++
>
> Dept. Colloquium
> Wednesday, Nov. 18, 4:40 pm E1 106
> Mark Pinsky, Northwestern University
> "Browninan Motion on Riemannian Manifolds"
> Abstract:
> We begin with the Laplace operator on a complete Riemannian manifold.
> The isotropic transport process is a Markov process on the tangent
> bundle; in the limit of small mean free path, the process converges
> weakly to a Markov process on the basic manifold. A number of analytic
> problems can be discussed using the small ball power series of the
> Laplace operator. These include the mean exit time, the distribution
> of hitting place, and the principal eigenvalue of a small ball.
> +++++++++++++++++++++++++++++++++++++++++
>
> Networks & Optimization Seminar
> Monday, Nov. 16, 4:40 pm E1 119
> Hemanshu Kaul, IIT Applied Math
> "Finding Large Subgraphs"
> Abstract:
> The maximum subgraph problem for a fixed graph property P asks: Given
> a graph, find a subgraph satisfying property P that has the maximum
> number of edges. Similarly, we can talk about maximum induced subgraph
> problem. This property can be planarity, acyclicity, bipartiteness,
> etc.
>
> We will discuss some old and new problems of this flavor with special
> emphasis on properties defined in terms of forbidden minors. In
> particular, we will describe some new results on the maximum K_4 -
> minor-free subgraph problem (joint work with Calinescu and Fernandes).
> +++++++++++++++++++++++++++++++++++++++++
>
>
>
>
> Joe Millham
>
> Administrative Assistant
> Department of Applied Mathematics
> Illinois Institute of Technology
> Engineering-1 Room 208
> 10 W. 32rd St.
> Chicago IL 60616
> 312.567.8984 (Phone)
> 312.567.3135 (Fax)
>
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