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3. Postdoctoral Program - MSRI

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4.3 <strong>Program</strong> Associates<br />

<strong>Program</strong> Associates benefit greatly from the opportunity to interact with leaders of a field and<br />

postdoctoral fellows, gaining intense exposure to current ideas and trends in their area of<br />

specialization. While <strong>MSRI</strong> does not have the financial resources to fund the <strong>Program</strong><br />

Associates, they are closely supervised and essentially benefit from all members‟ privileges.<br />

They are provided with an access card to the building which allows them to use the premises at<br />

any time. They receive a bus pass, and a library and sports facilities access pass. There were 28<br />

graduate students who resided at <strong>MSRI</strong> for an extended period of time during the academic year<br />

2009-10. Of those students, 29% were female. See the table in section 4.7 for a detailed<br />

description of the demographic data.<br />

The year-long program in Symplectic and Contact Geometry and Topology and the Fall semester<br />

program in Tropical Geometry hosted the majority of the program associates.<br />

In the Symplectic and Contact Geometry and Topology <strong>Program</strong>, a large group of UC Berkeley<br />

graduate students participated in the program alongside the program associates. Many graduate<br />

students made significant progress in their research. For example:<br />

- Jennifer Hom completed a paper titled “A note on cabling and L-space surgeries”<br />

and worked on a preliminary draft of another paper.<br />

- Yuan Huang completed his work on a convex surface theory proof of Elisahberg‟s<br />

well-known theorem on this subject.<br />

In the Tropical Geometry <strong>Program</strong>, weekly graduate student seminars were organized by Alex<br />

Fink and Franziska Schroter. In addition, a more informal „What-Is‟ seminar was organized as a<br />

forum for program associates and postdocs to interact and to learn about relevant mathematical<br />

concepts. Here are a few research projects undertaken by program associates in Tropical<br />

Geometry:<br />

- Angelica Cueto published an article on the geometry of the restricted Boltzmann<br />

machine. This is her joint work with Jason Morton and Bernd Sturmfels.<br />

- Alex Fink was invited to speak at the research workshop in October where he<br />

presented his project on tropical cycles and Chow polytopes.<br />

- Benjamin Iriarte wrote a paper on Phylogenetic trees and the tropical<br />

Grassmannian. (One of the main problems in evolutionary biology is that of<br />

reconstructing a phylogenetic tree from a DNA sequence alignment of n species.<br />

This process is considerably simplified by the distance-based approach.)<br />

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