Roch, Sébastien - Department of Mathematics, University of California at Los Angeles

• Lecture 15 : Steel's conjecture MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Detection and Percolation on Mobile Geometric Graphs
• Lecture 19 : Chinese restaurant process MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Outline Model Results Proofs Almost-Sure Process Level Large Deviations
• Sequence alignment through TASEP MATH285K -Spring 2010 Presenter: Alexander Vandenberg-Rodes
• Lecture 10 : Consistency Results MATH285K -Spring 2010 Lecturer: Sebastien Roch
• On the Uniqueness of the Selection Criterion in NJ MATH285K -Spring 2010 Presenter: Selim Bahadir
• Rick Durrett: Shuffling Chromosomes MATH285K -Spring 2010 Presenter: Joshua Hernandez
• Uniformity of the Uncovered Set of Random Walk and Cutoff for Lamplighter Chains
• Waiting Time for the Occurrence of a Pattern MATH285K -Spring 2010 Presenter: Pejman Mahboubi
• Haplotyping as Perfect Phylogeny MATH285K -Spring 2010 Presenter: Hakan Seyalioglu
• Lecture 4 : Complexity of Maximum Parsimony MATH285K -Spring 2010 Lecturer: Sebastien Roch
• The evolution of the cover time U. C. Berkeley
• Reconstruction on Trees: Exponential Moment Bounds for Linear Estimators
• Towards Extracting All Phylogenetic Information from Matrices of Evolutionary Distances
• Alignment-Free Phylogenetic Reconstruction Constantinos Daskalakis
• Christian Borgs Microsoft Research New England
• The large deviation principle for the Erdos-Renyi random graph
• Cover times, blanket times and majorizing measures
• Correspondence of Computational and Statistical Physics Thresholds
• Planar Brownian motion Area of planar Brownian motion with drift
• Phase transitions in NP-complete problems: a challenge for probability, combinatorics, and
• Lecture 3 : Splits-Equivalence Theorem MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 5 : Approximating Maximum Parsimony MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 7 : Uniqueness of tree representation MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 12 : Ancestral Reconstruction by Majority MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 17 : Kingman's coalescent MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 20 : Infinite-sites model MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 21 : Tests of neutrality MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 23 : Estimating the recombination rate MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 25 : Fixation in the diffusion limit MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Strong Limit Theorems MATH285K -Spring 2010 Presenter: Forrest Crawford
• Random walks on trees and matchings MATH285K -Spring 2010 Presenter: Ngoc Chi Le
• An Evolutionary Model for Maximum Likelihood Alignment of DNA Sequences
• Genealogical Interpretation of PCA -Gil McVean MATH285K -Spring 2010 Presenter: Darren Kessner
• A Randomized Algorithm for PCA MATH285K -Spring 2010 Presenter: Ryan Compton
• Lecture 2 : Counting X-trees MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 13 : Kesten-Stigum bound MATH285K -Spring 2010 Lecturer: Sebastien Roch
• RECONSTRUCTION ON TREES: BEATING THE SECOND EIGENVALUE MATH285K -Spring 2010 Presenter: Wenjian Liu
• Results on Reconstruction in Trees Nayantara Bhatnagar, Hebrew University of Jerusalem
• Lecture 9 : Identifiability of Markov Models MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Continuous Retractions onto Tree Metrics MATH285K -Spring 2010 Presenter: Shagnik Das
• Lecture 26 : Hill-Robertson interference MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Population Structure and Eigenanalysis Math 285K, Spring 2010
• Lecture 6 : Quartet Theorem MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Materials and Methods 1.1 Phylogenies
• Lecture 18 : Ewens' sampling formula MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 8 : Tree-metric theorem MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 22 : Recombination on 2 loci MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Geometry of the Space of Phylogenetic Trees MATH285K -Spring 2010
• Markov Models on Trees: Reconstruction and Applications Sebastien Jocelyn Roch
• Lecture 11 : Asymptotic Sample Complexity MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Species Tree and Most Likely Gene Tree MATH285K -Spring 2010 Presenter: Gabriela Cybis
• Invariants in Phylogenetic Inference MATH285K -Spring 2010 Presenter: Neil Katuna
• Lecture 24 : Wright-Fisher diffusion MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Inhomogeneous Continuity Equation with Application to Hamiltonian ODE
• Lecture 16 : Fixation of a neutral mutation MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 14 : Eigenvector-based estimation MATH285K -Spring 2010 Lecturer: Sebastien Roch
• Lecture 14 : Ergodic Theorem MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 15 : Proof of the Ergodic Theorem (cont'd) MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 3 : Martingales: definition, examples MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 2 : Conditional Expectation II MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 17 : Brownian motion: Definition MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 11 : UI MGs MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 19 : Brownian motion: Construction MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 6 : Branching Processes MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 9 : Martingales in L2 (continued)
• Lecture 13 : UI MGs: Optional Sampling Thm MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 10 : Uniform integrability MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 4 : Martingales: gambling systems MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 21 : Markov property MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 13 : Stationary Stochastic Processes MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 19 : Brownian motion: Path properties I MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 20 : Path properties II MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 1 : Overview. Conditional Expectation I. MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 7 : Martingales bounded in L2 MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 16 : Subadditive Ergodic Theorem MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 8 : MGs in Lp MATH275B -Winter 2012 Lecturer: Sebastien Roch
• Lecture 5 : Martingale convergence theorem MATH275B -Winter 2012 Lecturer: Sebastien Roch