[Ml-stat-talks] Fwd: [Csdmsemo] Mathematics Seminars -- Week of September 30, 2013
David Blei
blei at CS.Princeton.EDU
Thu Sep 26 16:38:32 EDT 2013
hi ml-stat-talks
next week's seminars at the IAS are below. note that sanjeev arora is
discussing provable bounds for deep learning. it should be very
interesting.
best
dave
---------- Forwarded message ----------
From: Anthony V. Pulido <apulido at ias.edu>
Date: Thu, Sep 26, 2013 at 10:43 AM
Subject: [Csdmsemo] Mathematics Seminars -- Week of September 30, 2013
To: Seminars <seminars at math.ias.edu>
INSTITUTE FOR ADVANCED STUDY
School of Mathematics
Princeton, NJ 08540
Mathematics Seminars
Week of September 30, 2013
Monday, September 30
Computer Science/Discrete Mathematics Seminar I
Topic: Some provable bounds for deep learning
Speaker: Sanjeev Arora
Time/Room: 11:15am - 12:15pm/S-101
Abstract: See below
Short talks by postdoctoral members
Topic: The Newton stratification of Shimura varieties
Speaker: Arno Kret, University of Paris XI; Member, School of Mathematics
Time/Room: 2:00pm - 2:15pm/S-101
Topic: G-valued flat deformations and local models
Speaker: Brandon Levin, Stanford University; Member, School of Mathematics
Time/Room: 2:15pm - 2:30pm/S-101
Topic: Branching laws for representations of real reductive groups
Speaker: Yoshiki Oshima, University of Tokyo; Member, School of Mathematics
Time/Room: 2:30pm - 2:45pm/S-101
Topic: Interactive Channel Capacity
Speaker: Gillat Kol, Weizmann Institute of Science; Member, School
of Mathematics
Time/Room: 4:00pm - 4:15pm/S-101
Topic: Cylindrical contact homology as a well-defined homology?
Speaker: Joanna Nelson, University of Wisconsin-Madison
Time/Room: 4:15pm - 4:30pm/S-101
Topic: Depth complexity and communication games
Speaker: Or Meir, Institute for Advanced Study; Member, School of
Mathematics
Time/Room: 4:30pm - 4:45pm/S-101
Tuesday, October 1
Computer Science/Discrete Mathematics Seminar II
Topic: Small set expander flows
Speaker: Ali Kemal Sinop, Institute for Advanced Study; Member,
School of Mathematics
Time/Room: 10:30am - 12:30pm/S-101
Abstract: See below
Short talks by postdoctoral members
Topic: On Rearrangements of Fourier Series
Speaker: Mark Lewko, University of California, Los Angeles;
Member, School of Mathematics
Time/Room: 2:00pm - 2:15pm/S-101
Topic: Log-integrability of Rademacher Fourier series, with
applications to random analytic functions
Speaker: Alon Nishry, Tel Aviv University; Member, School of Mathematics
Time/Room: 2:15pm - 2:30pm/S-101
Topic: High Dimensional Expanders
Speaker: Ori Parzanchevski, Hebrew University of Jerusalem;
Member, School of Mathematics
Time/Room: 2:30pm - 2:45pm/S-101
Topic: Fundamental groups of singular varieties
Speaker: Bhargav Bhatt, Institute for Advanced Study; Member,
School of Mathematics
Time/Room: 2:45pm - 3:00pm/S-101
Topic: Diffusion in high Sobolev spaces for Hamiltonian PDEs
Speaker: Oana Pocovnicu, Princeton University; Member, School of Mathematics
Time/Room: 4:00pm - 4:15pm/S-101
Topic: Value distribution of long Dirichlet polynomials and
applications to the Riemann zeta-function
Speaker: Maksym Radziwill, Stanford University; Member, School of
Mathematics
Time/Room: 4:15pm - 4:30pm/S-101
Topic: Continued fractions in general relativity
Speaker: Michael Reiterer, ETH Zurich; Member, School of Mathematics
Time/Room: 4:30pm - 4:45pm/S-101
Wednesday, October 2
Workshop on Topology: Identifying Order in Complex Systems
Topic: Tracing medieval Migration through Next Generation
Sequencing: Finding Meaningful Models in a Sea of Data
Speaker: Patrick J. Geary, Institute for Advanced Study; Faculty,
School of Historical Studies
Time/Room: 2:00pm - 3:00pm/S-101
IAS/Princeton University Wednesday Seminar on Perfectoid Spaces
Speaker: To Be Announced
Time/Room: 2:00pm - 4:00pm/Fine 322, Princeton University
Workshop on Topology: Identifying Order in Complex Systems
Topic: The Topology of Viral Evolution
Speaker: Raúl Rabadán, Columbia University
Time/Room: 3:30pm - 4:30pm/S-101
Mathematical Conversations
Speaker: To Be Announced
Time/Room: 6:00pm - 7:30pm/Dilworth Room
Thursday, October 3
Working Group on Algebraic Number Theory
Speaker: To Be Announced
Time/Room: 2:00pm - 4:00pm/Fine 214, Princeton University
Joint IAS/Princeton University Number Theory Seminar
Topic: Pairs of p-adic L-functions for elliptic curves at
supersingular primes
Speaker: Florian Sprung, Princeton University; Member, School of Mathematics
Time/Room: 4:30pm - 5:30pm/Fine 214, Princeton University
Abstract: See below
Friday, October 4
Princeton/IAS Symplectic Geometry Seminar
Topic: Positive loops and orderability in contact geometry
Speaker: Peter Weigel, Purdue University
Time/Room: 1:00pm - 2:00pm/S-101
Abstract: See below
Short talks by postdoctoral members
Topic: Homotopy Type Theory: what can logic do for homotopy theory?
Speaker: Peter Lumsdaine, Institute for Advanced Study; Member,
School of Mathematics
Time/Room: 2:00pm - 2:15pm/S-101
Topic: Exponential-time algorithms for NP problems: prospects and limits
Speaker: Andrew Drucker, Institute for Advanced Study; Member,
School of Mathematics
Time/Room: 2:15pm - 2:30pm/S-101
Topic: Computational aspects of the Combinatorial
Nullstellensatz method via a polynomial approach to matrix and
hypermatrix algebra
Speaker: Edinah Gnang, Rutgers, The State University of New
Jersey; Member, School of Mathematics
Time/Room: 2:30pm - 2:45pm/S-101
Topic: Approximability of graph partitioning problems
Speaker: Ali Sinop, Institute for Advanced Study; Member, School
of Mathematics
Time/Room: 2:45pm - 3:00pm/S-101
Topic: p-adic versions of BSD
Speaker: Florian Sprung, Brown University; Member, School of Mathematics
Time/Room: 4:00pm - 4:15pm/S-101
Topic: Determining algebraic subgroups from invariant dimensions
Speaker: Jun Yu, Institute for Advanced Study; Member, School of Mathematics
Time/Room: 4:15pm - 4:30pm/S-101
Topic: Scissors Congruence and K-theory
Speaker: Inna Zakharevich, Massachusetts Institute of Technology;
Member, School of Mathematics
Time/Room: 4:30pm - 4:45pm/S-101
1 Some provable bounds for deep learning
Sanjeev Arora
Deep learning, a modern version of neural nets, is increasingly seen
as a promising way to implement AI tasks such as speech recognition
and image recognition. Most current algorithms are heuristic and have
no provable guarantees. This talk will describe provable learning of
an interesting class of deep networks which are neural nets. Here a
deep net is viewed as a generative model for a probability
distribution on inputs, using the "denoising autoencoder" framework of
Vincent et al. The talk will be self-contained. (Joint work with
Aditya Bhaskara, Rong Ge, Tengyu Ma)
2 Small set expander flows
Ali Kemal Sinop
A common way for lower bounding the expansion of a graph is by looking
the second smallest eigenvalue of its Laplacian matrix. Also known as
the easy direction of Cheeger's inequality, this bound becomes too
weak when the expansion is o(1). In 2004, Arora, Rao and Vazirani
proved the existence of "expander flows", which are certificates of
graph expansion up to a factor of O(sqrt{log n}). In this talk, I will
describe a generalization of these for small set, "small set expander
(SSE) flows", and I will describe an application of such flows for
finding near optimal sparse cuts on graphs with certain isoperimetric
profiles. This is joint work with Sanjeev Arora and Rong Ge.
3 Pairs of p-adic L-functions for elliptic curves at supersingular primes
Florian Sprung
Iwasawa Theory for elliptic curves/modular forms has been
traditionally in better shape at ordinary primes than at supersingular
ones. After sketching the ordinary theory, we will indicate what makes
the supersingular case more complicated, and then introduce *pairs* of
objects that that are as simple as their ordinary counterparts. These
pairs of objects work in tandem to shed some light on the nature of
ranks of elliptic curves and the size of Sha along cyclotomic Z_p
extensions.
4 Positive loops and orderability in contact geometry
Peter Weigel
Orderability of contact manifolds is related in some non-obvious ways
to the topology of a contact manifold $\Sigma$. We know, for instance,
that if $\Sigma$ admits a 2-subcritical Stein filling, it must be
non-orderable. By way of contrast, in this talk I will discuss ways of
modifying Liouville structures for high-dimensional $\Sigma$ so that
the result is always orderable. The main technical tool is a
Morse-Bott Floer theoretic growth rate, which has some parallels with
Givental's nonlinear Maslov index. I will also discuss a
generalization to the relative case, and applications to bi-invariant
metrics on $Cont(\Sigma)$.
IAS Math Seminars Home Page:
http://www.math.ias.edu/seminars
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