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University of Connecticut - 2013 Summer REU - UConn Math

The NSF funded REU program in Mathematics. Join us and engage in research in analysis on fractals or math education.

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University of Connecticut - 2013 Summer REU - UConn Math | media.mathreu.uconn.edu Reviews
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University of Connecticut - 2013 Summer REU - UConn Math | media.mathreu.uconn.edu Reviews

https://media.mathreu.uconn.edu

The NSF funded REU program in Mathematics. Join us and engage in research in analysis on fractals or math education.

INTERNAL PAGES

media.mathreu.uconn.edu media.mathreu.uconn.edu
1

University of Connecticut - 2013 Summer REU

http://media.mathreu.uconn.edu/2012/announcements.html

Determining the Laplacian on 3N-Gaskets". Jason Marsh, Nikhaar Gupta,. Max Margenot, William Oakley. Exploring Difficulties in Multivariable Calculus". Fabiana Cardetti, Cathy Matta, Gabe Feinberg. The Top Lyapunov Exponent of Sp(2n,R)-Valued Multiplicative Stochastic Processes". David Wierschen, Becky Simonsen. Frobenius Splitting of Projective Toric Varieties". Jed Chou, Ben Whitney. Find a graduate program. The American Mathematical Society has a new website " Find a graduate program. On Friday, July ...

2

Seminar on Fractal Geometry › University of Connecticut

http://media.mathreu.uconn.edu/2013/2013report.html

Dan Kelleher, Jessica Hyde, Sara Chari. Josh Frisch, Jesse Moeller, Luis Seda. Tori, Nicole, Fabiana, Lily, Jon, Gabe. Lily, Fabiana, Tori, Gabe. Nicole, Jon, Fabiana, Gabe. 4th of July Picnic. Report on the 2013 program. Spectrum of the Magnetic Laplacian on the Sierpinski Gasket. Dd Presentation from Youn Mathematicians Conference 2013. Group Members: Jessica Hyde, Jesse Moeller, and Luis Seda. Measurable Riemannian Structure on higher dimensional Sierpinski gaskets. Group members: Lily An and Victoria.

3

Seminar on Fractal Geometry › University of Connecticut

http://media.mathreu.uconn.edu/2011

Left to right) Matt Begue, Dylan Yott, Tyler Reese, Diwakar Raisingh, Gabe Khan, and Elise Villella. Fractal Properties of the C. Elegans. The brain is one of the most studied and highly complex systems in the biological world. In this paper we analyze the brain of the nematode Caenorhabditis elegans. We use eigenvales and eigenvectors of the Laplacian matrix - a matrix representation - of the neural network of the nematode brain with an eye on indicators of self-similarity.

4

Seminar on Fractal Geometry › University of Connecticut

http://media.mathreu.uconn.edu/presentations.html

See also our list of publications. Or a list of some of our past projects. Spectrum of the Magnetic Laplacian on the Sierpinski Gasket. Dd Presentation from Youn Mathematicians Conference 2013. Group Members: Jessica Hyde, Jesse Moeller, and Luis Seda. Measurable Riemannian Structure on higher dimensional Sierpinski gaskets. Group Members: Sara Chari and Joshua Frisch. Poster from UConn and UMass summer research symposia. Resources to Aid the Transition into an IBL Mathematics Course. YMC 2011 at Ohio St...

5

University of Connecticut - 2013 Summer REU - UConn Math

http://media.mathreu.uconn.edu/index.html

Left to right)Fabiana Cardetti, Dan Kelleher, Sara Chari Jon Dollar, Jesse Moeller, Luis Seda, Lily Anderson, Josh Frisch, Tori Lewis, Nicole DeMatteo, Jessica Hyde, Gabe Feinberg, Luke Rogers. You can now apply online at Our mathprograms page. Or check out the pages for our previous years projects, a list of publications and presentations. Or some of the Mathematica notebooks. We have used with illustrations. Luis, Nicole, Sara, Jon and Tori. More About This Site.

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University of Connecticut - 2013 Summer REU - UConn Math

Left to right)Fabiana Cardetti, Dan Kelleher, Sara Chari Jon Dollar, Jesse Moeller, Luis Seda, Lily Anderson, Josh Frisch, Tori Lewis, Nicole DeMatteo, Jessica Hyde, Gabe Feinberg, Luke Rogers. You can now apply online at Our mathprograms page. Or check out the pages for our previous years projects, a list of publications and presentations. Or some of the Mathematica notebooks. We have used with illustrations. Luis, Nicole, Sara, Jon and Tori. More About This Site.

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