Seminars and Colloquia by Series

Intuitive Dyadic Calculus

Series
Analysis Working Seminar
Time
Monday, November 3, 2014 - 16:00 for 1 hour (actually 50 minutes)
Location
Skiles 006
Speaker
Robert RahmSchool of Math
We will continue our discussion of intuitive dyadic calculus. We will begin discussing multi-parameter Calderon-Zygmund operators and oscilation.

Exceptional isogenies between elliptic curves

Series
Algebra Seminar
Time
Monday, November 3, 2014 - 15:00 for 1 hour (actually 50 minutes)
Location
Skiles 005
Speaker
François CharlesMIT and Paris-Sud
We will discuss a proof of the following result: if E and E' are two elliptic curves over a number field, there exist infinitely many places p of k such that the reduction of E and E' modulo p are isogenous. We will explain the relationship with the dynamics of Hecke correspondences on modular curves and the heuristics behind such results.

Computational Multiphysics at Scale

Series
Applied and Computational Mathematics Seminar
Time
Monday, November 3, 2014 - 14:00 for 1 hour (actually 50 minutes)
Location
Skiles 005
Speaker
Dr. Matthew CalefLos Alamos National Lab
Observations of high energy density environments, from supernovae implosions/explosions to inertial confinement fusion, are determined by many different physical effects acting concurrently. For example, one set of equations will describe material motion, while another set will describe the spatial flow of energy. The relevant spatial and temporal scales can vary substantially. Since direct measurement is difficult if not impossible, and the relevant physics happen concurrently, computer simulation becomes an important tool to understand how emergent behavior depends on the constituent laws governing the evolution of the system. Further, computer simulation can provide a means to use observation to constrain underlying physical models. This talk shall examine the challenges associated with developing computational multiphysics simulation. In particular this talk will outline some of the physics, the relevant mathematical models, the associated algorithmic challenges, some of which are driven by emerging compute architectures. The problem as a whole can be formidable and an effective solution couples many disciplines together.

Atlanta Lecture Series in Combinatorics and Graph Theory XIII

Series
Other Talks
Time
Saturday, November 1, 2014 - 13:00 for 4 hours (half day)
Location
Emory University
Speaker
Peter KeevashOxford University
Emory University, Georgia Tech and Georgia State University, with support from the National Science Foundation and the National Security Agency, will continue the series of mini-conferences and host a series of 9 new mini-conferences from 2014-2017. The 13th of these mini-conferences will be held at Emory University during November 1-2, 2014. The conferences will stress a variety of areas and feature one prominent researcher giving 2 fifty minute lectures and 4 outstanding researchers each giving one fifty minute lecture. There will also be several 25 minute lecturers by younger researchers or graduate students. For more details, see the schedule

Homecoming 2014

Series
Other Talks
Time
Friday, October 31, 2014 - 16:00 for 5 hours
Location
North end of Tech Green
Speaker
HomecomingSchools in the College of Sciences
This year's homecoming activities promise to be better than ever with all of the schools in the College of Sciences getting together to throw one big bash. Hear the CoS All-Star band, play casino and table games and take part in our photo contest. Come early to take a tour of science labs and hear faculty and students show-off their research. This is Halloween, so wear your costume to take part in the 2014 All Hallow's Eve Costume contest, if you wish. Come as your favorite costume, extra points for including some science in your get-up. There will be fabulous prizes, giveways and much, much more! Families, kids and guests are welcome. Those without an RSVP will still be able to purchase food, but for free food RSVP is required.

Embeddings of manifolds and contact manifolds III

Series
Geometry Topology Working Seminar
Time
Friday, October 31, 2014 - 14:00 for 1 hour (actually 50 minutes)
Location
Skiles 006
Speaker
John EtnyreGeorgia Tech

Please Note: This is the third of several talks discussing embeddings of manifolds. I will discuss some general results for smooth manifolds, but focus on embeddings of contact manifolds into other contact manifolds. Particular attention will be paid to embeddings of contact 3-manifolds in contact 5-manifolds. I will discuss two approaches to this last problem that are being developed jointly with Yanki Lekili.

What does it mean to be intelligent?

Series
Other Talks
Time
Thursday, October 30, 2014 - 19:00 for 2 hours
Location
Clary Theater
Speaker
Randy EngleSchool of Psychology, Georgia Tech

Please Note: After the lecture, there will be a reception and time to chat with Engle and other guests.

During the next Frontiers in Science lecture, Randy Engle, professor in Georgia Tech’s School of Psychology, will talk about how the cultural and biological aspects of human intelligence differ from each other, and even change over a lifetime. Engle will discuss how biologically based intelligence is involved in our ability to pay attention and resist distractions. He’ll also discuss how socio-economic status plays a role. He’ll uncover some of the brain mechanisms and genetics involved, and talk about recent attempts, by such companies as Lumosity, to help people improve their fluid intelligence.

Lyapunov Functions: Towards an Aubry-Mather theory for homeomorphisms?

Series
School of Mathematics Colloquium
Time
Thursday, October 30, 2014 - 11:00 for 1 hour (actually 50 minutes)
Location
Skiles 005
Speaker
Professor Albert FathiENS-Lyon & IUF
This is a joint work with Pierre Pageault. For a homeomorphism h of a compact space, a Lyapunov function is a real valued function that is non-increasing along orbits for h. By looking at simple dynamical systems(=homeomorphisms) on the circle, we will see that there are systems which are topologically conjugate and have Lyapunov functions with various regularity. This will lead us to define barriers analogous to the well known Peierls barrier or to the Maסי potential in Lagrangian systems. That will produce by analogy to Mather's theory of Lagrangian Systems an Aubry set which is the generalized recurrence set introduced in the 60's by Joe Auslander (via transfinite induction) and a Maסי set which is essentially Conley's chain recurrent set. No serious knowledge of Dynamical Systems is necessary to follow the lecture.

Differential equations for colored triangulations

Series
Combinatorics Seminar
Time
Wednesday, October 29, 2014 - 15:05 for 1 hour (actually 50 minutes)
Location
Skiles 006
Speaker
Olivier BernardiBrandeis University
We will present the solution to a statistical mechanics model on random lattices. More precisely, we consider the Potts model on the set of planar triangulations (embedded planar graph such that every face has degree 3). The partition function of this model is the generating function of vertex-colored triangulations counted according to the number of monochromatic edges and dichromatic edges. We characterize this partition function by a simple system of differential equations. Some special cases, such as properly 4-colored triangulations, lead to particularly simple equations waiting for a more direct combinatorial explanation. This is joint work with Mireille Bousquet-Melou.

The Colored Jones Polynomial and the Volume Conjecture

Series
Geometry Topology Student Seminar
Time
Wednesday, October 29, 2014 - 14:00 for 1 hour (actually 50 minutes)
Location
Skiles 006
Speaker
Jonathan PaprockiGeorgia Tech

Please Note: This is a project for Prof. Margalit's course on Low-dimensional Topology and Hyperbolic Geometry.

We will present an introduction to the notion of quantum invariants of knots and links, and in particular the colored Jones polynomial. We will also introduce the Volume Conjecture, which relates a certain limiting behavior of a quantum invariant (the colored Jones polynomial of a link) with a classical invariant (the hyperbolic volume of the hyperbolic part of a link complement in S^3) and has been proven in a number of cases.

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