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April 2017

Grad Student Seminar: Hyungsuk Tak, SAMSI

April 21, 2017 @ 3:30 pm - 4:30 pm

Hyungsuk Tak SAMSI Bayesian Estimates of Astronomical Time Delays between Gravitationally Lensed Stochastic Light Curves The gravitational field of a galaxy can act as a lens and deflect the light emitted by a more distant object such as a quasar. Strong gravitational lensing causes multiple images of the same quasar to appear in the sky. Since the light in each gravitationally lensed image traverses a different path length from the quasar to the Earth, fluctuations in the source brightness are…

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August 2017

Grad Seminar: Wanyi Chen, Eric Friedlander

August 25, 2017 @ 3:30 pm - 4:30 pm

Wanyi Chen Dynamic Decision Making In A Queueing System With Secondary Service Motivated by operational practices in emergency departments, we consider a queueing model where each job is one of two types. Type 1 jobs need only a primary service given by a single server. Type 2 jobs need an additional secondary service. Secondary service is conducted by infinitely many servers. Primary servers cannot serve a new job until secondary service of a job is over. Jobs incur waiting costs…

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September 2017

Grad Student Seminar: Jianyu Liu and Zhengling Qi

September 13, 2017 @ 3:30 pm - 4:30 pm

Jianyu Liu Joint Skeleton Estimation of Multiple Directed Acyclic Graphs for Heterogeneous Population The directed acyclic graph (DAG) is a powerful tool to model the interactions of high-dimensional variables. While estimating edge directions in a DAG often requires interventional data, one can estimate the skeleton of a DAG (i.e., an undirected graph formed by removing the direction of each edge in a DAG) using observational data. In real data analyses, the samples of the high-dimensional variables may be collected from…

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Grad Student Seminar: Tianxiao Sun & Jonathan Williams

September 22, 2017 @ 3:30 pm - 4:30 pm

Tianxiao Sun Globally convergent Newton-type methods for convex optimization based on smoothness structures We study the smooth structure of convex functions by generalizing a powerful concept so-called self-concordance introduced by Nesterov and Nemirovskii to a broader class of convex functions. The proposed theory provides a mathematical tool to analyze both local and global convergence of Newton-type methods as long as the underlying functionals fall into our generalized self-concordant function class. First, we introduce the class of generalized self-concordant functions, which…

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October 2017

Grad Student Seminar: Siliang Gong & Leo Liu

October 4, 2017 @ 3:30 pm - 4:30 pm

Siliang Gong (Joint work with Kai Zhang and Yufeng Liu) Penalized linear regression with high-dimensional pairwise screening In variable selection, most existing screening methods focus on marginal e ects and ignore dependence between covariates. To improve the performance of selection, we incorporate pairwise e ects in covariates for screening and penalization. We achieve this by studying the asymptotic distribution of the maximal absolute pairwise sample correlation among independent covariates. The novelty of the theory is in that the convergence is…

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November 2017

Grad Student Seminar: Gabor Pataki, Bryan Davis

November 10, 2017 @ 3:30 pm - 4:30 pm

Gabor Pataki UNC-Chapel Hill Bad semidefinite programs with short proofs, and elementary linear algebra Semidefinite programs (SDPs) – optimization problems with linear constraints, linear objective, and semidefinite matrix variables –  are some of the most useful, versatile, and pervasive optimization problems to emerge in the last 30 years. They find applications in combinatorial optimization, machine learning, and statistics, to name just a few areas. Unfortunately, SDPs often behave pathologically: the optimal values of the primal and dual problems may differ…

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Grad Student Seminar: Yifan Cui and Melody Zhu

November 17, 2017 @ 3:30 pm - 4:30 pm

Yifan Cui  Some asymptotic results of survival tree and forest models We develop atheoretical framework and asymptotic results for survival tree and forest models under right censoring. We first investigate the method from the aspect of splitting rules, where the survival curves of the two potential child nodes are calculated and compared. We show that existing approaches lead to a potentially biased estimation of the within-node survival and cause non-optimal selection of the splitting rules. This bias is due to…

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February 2018

Grad Student Seminar: Danianne Mizzy and Lorin Bruckner

February 16 @ 3:30 pm - 4:30 pm

How Can the Library Help You? Lorin Bruckner will present on data visualization and numeric data services and tools available to you through UNC Libraries. Danianne Mizzy will present about citation & reputation management tools.

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Grad Student Seminar: Meilei Jiang

February 23 @ 3:30 pm - 4:30 pm

Angle-based Joint and Individual Variation Explained   Integrative analysis of disparate data blocks measured on a common set of experimental subjects is a major challenge in modern data analysis. This data structure naturally motivates the simultaneous exploration of the joint and individual variation within each data block resulting in new insights. For instance, there is a strong desire to integrate the multiple genomic data sets in The Cancer Genome Atlas to characterize the common and also the unique aspects of…

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April 2018

Grad Student Seminar: Eric Friedlander

April 20 @ 3:30 pm - 4:30 pm

Eric Friedlander UNC-Chapel Hill     Joint Image and Genomic Analysis for Breast Cancer   Current clinical practice for the diagnosis of cancer is through biopsies with pathology reviews. More recently genomic data has been used for a refined diagnosis and in particular for tumor classification to enable patient-specific treatment and improved long-term disease prognosis. In an ongoing collaboration with researchers in the Computer Science Department and Lineberger Collaborative Cancer Center we are working to improve prognosis by combining both…

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