Lolita (1892)



María Grever (1894 - 1951)

Lamento Gitano (1929*)



Federico Moreno Torroba (1891-1982)

Amor vida de mi vida (1941)



Ignacio Fernández Esperón "Tata Nacho" (1894 – 1968)

La borrachita (1917)

Tengo nostalgia de ti (1920*)

Íntima (1928*)



Ernesto de Curtis (1875 - 1937)

Torna a Suriento (1902)



María Grever (1894 - 1951)

Júrame (1926)

Despedida (1946)



José Serrano (1873 - 1941)

Te quiero Morena (1910)



Agustín Lara (1900-1970)

Granada (1932)

Title:  Automating and Stabilizing the Discrete Empirical Interpolation Method for Nonlinear Model Reduction

Abstract:  The Discrete Empirical Interpolation Method (DEIM) is a technique for model reduction of nonlinear dynamical systems.  It is based upon a modification to proper orthogonal decomposition which is designed to reduce the computational complexity for evaluating reduced order nonlinear terms.  The DEIM approach is based upon an interpolatory projection and only requires evaluation of a few selected components of the original nonlinear term.  Thus, implementation of the reduced order nonlinear term requires a new code to be derived from the original code for evaluating the nonlinearity.  I will describe a methodology for automatically deriving a code for the reduced order nonlinearity directly from the original nonlinear code.  Although DEIM has been effective on some very difficult problems, it can under certain conditions introduce instabilities in the reduced model.  I will present a problem that has proved helpful in developing a method for stabilizing DEIM reduced models.

Title:  Absolutely continuous representing measures for R(X) 

Abstract:  An abstract is available online at http://www.ms.uky.edu/~kott/PDEseminarf13/Brennan.pdf

Sara Mitchell is a Professor and Department Chair of Political Science at the University of Iowa. She will be leading a workshop on Time Series Analysis, followed by a Research talk in the Department of Political Science on Friday, Oct. 11th. More information on Mitchell's research can be found on her website at http://saramitchell.org

This event is co-sponsored by QIPSR (Quantitative Initiative for Policy and Social Research), WiPS (Women in Political Science), and The University of Kentucky College of Arts and Sciences)

Title:  L^p norms of eigenfunctions and Kakeya-Nikodym averages

Abstract:  We consider the problem of determining upper bounds on the growth of L^p norms of eigenfunctions of the Laplacian on a compact Riemannian manifold. After an introduction to the problem, we will discuss recent works of C. Sogge and the speaker with C. Sogge relating such growth to mass concentration in frequency dependent tubes about geodesic segments. We then show that this yields improved L^p bounds for manifolds with nonpositive sectional curvatures, extending a result of Sogge-Zelditch to higher dimensions.

The new political economy of geographical intelligence

Geopolitics, NGO's, and the promotion of youth citizenship in Lebanon

Performativity in new feminist political ecology: negotiating space and livelihood in East African pastoralism

TITLE: Square roots of divergence form operators on L^p spaces

ABSTRACT: An abstract is available online at

http://www.ms.uky.edu/~kott/PDEseminarf13/Haller-Dintelmann.pdf