
Workshop The Olga Taussky Todd Celebration of Careers in Mathematics for Women
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 Fraulein Dr. Taussky in Vienna and Gottingen
 Looking Back .....Looking Ahead
 Portfolio Risk: Diversification in Volatile Markets
 Measurement Science and Measure Theory: A Mathematician at NIST today
 Statistics: Is it Really A Mathematical Science?
 Problems, including mathematical problems, from my early years
 Math, with an Attitude
 Issues and Inside Information for women in mathematics
 Richard Varga: Remembrances of Olga Taussky Todd, and her impact on me and on her many students
 Numbers, Matrices, and Commutativity
 A Selection of Mathematical Experiences
 Following my interest
 The Many Careers of Olga Taussky
 Finding a Traditional or Nontraditional Job and Growing in It

Summer Graduate School Lie groups and the method of the moving frame / Exterior Differential Systems
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 Basic Systems: The Frobenius and PfaffDarboux Theorems
 Applications 1: Scalar First order PDE and Lie Groups
 CartanKahler Theory: Integral manifolds and elements
 CartanKahler Theorem: Statement, ideas in the proof
 Applications 2: surface theory, self dual 2forms in 4D
 Prolongation: Discussion of the CartanKuranishi theorem
 Applications 3: special geometries and prescribed curvature
 Gstructures: Examples, pseudoconnections, and torsion
 Applications 4: CR geometry, holonomy, and special metrics

Summer Graduate School Lie groups and the method of the moving frame
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 Differential Forms
 Euclidean and affine spaces, homogenous spaces in general
 Curves in Euclidean and affine spaces: curvature and arc length
 Surfaces in Euclidean, elliptic and hyperbolic spaces
 Surfaces in projective space
 Generalized surfaces and Backlund's theorem
 Minimality and variational calculations
 Weierstrass Formulae
 Moving frames in the nonhomogeneous case: frame bundles

Summer Graduate School Summer Graduate Workshop in Nonlinear dynamics of lowdimensional continua
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Workshop Quantum Chaos, GUE Conjecture for Zeros of Zeta Functions, Combinatorics, and All That
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 On the distribution of the total energy of a system of noninteracting fermions
 Universality of unitary ensembles in the microscopic scaling limit
 Deformed Random Matrix ensembles and Anderson Hamiltonian
 Algebraic Study of the Pair correlation function for quantum maps
 Dual Pairs in Random Matrix Theory
 Double Scaling Limit for Orthogonal Polynomials
 Random Matrix with deterministic source
 On Universality of the Smoothes Eigenvalue density of large random matrices
 Universality and Scaling of correlations of Zeros and complex manifolds
 Exact Quantization method for General 1D polynomials potentials
 Spectral Statistics
 Matrix Models, Links and Knots
 Correlations in Chaotic Eigenfunctions in Space and Time
 Random matrix theory and zeroes of zeta functions  a survey
 Zeros of Lfunctions: computations and the behavior of low zeros
 RMT
 The Second moment of the reciprocal of the Riemann zeta functin and it's derivative
 Spectra of Elements in Group rings and Random Matrix Theory
 Random Polynomials in Quantum Chaos: a Review
 Zeros of Quadratic Lfuncions close to the Real Axis
 Linear combinations of Lfunctions and Zeros off the Critical Line
 Complements to Li's Criterion for the Riemann Hypothesis
 Artin Lfunctions of Graph Coverings
 Beyond Pair Corelation
 Spanning sets for automorphic forms and dynamics of the frame flow on complex hyperbolic spaces
 The quantized cat map and quantum ergodicity
 The Logarithmic Derivative of the Riemann ZetaFunction and Pair Correlation of Zeros
 Mean Values of Lfunctions and symmetry
 Coloring Random Triangulations
 Discrete orthogonal polynomials ensembles
 The Asymptotics of Monotone of subsequences of involutions
 ZMeasures on the partitions, RobinsonSchenstedKnuth correspondence

Workshop Mathematical Foundations of CAD
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Workshop SelfAssembling Geometric Structures in Material Science: The Geometry of Interfaces in Mesoscopic Materials
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 Micellar and Inverse Micellar Cubic Phases of Lipids and Surfactants
 Novel Space Partitioners
 Triply periodic interfaces with curvature properties
 Study of the phase transformation between two cubic structures
 Breaking the Energetic Degeneracy Between Bicontinuous Cubic Phases of Associate Periodic Minimal Surfaces
 Converegence of level sets for solutions to the CahnHilliard equation to the MullinsSekerka flow
 Scherk's First Surface, Screw Dislocations, and Twist Grain Boundaries
 Control with Block Copolymers: From Melts to Micelles
 PatternDirected Self Assembly
 The Geometry of Intermaterial Dividing Surfaces in Block Copolymers
 Symmetry and textures in thin films of smectic liquid crystals
 Interactions between microstructure and flow of liquid crystal polymers
 Generalized GinzburgLandau and CahnHilliard equations and their sharpinterface limits
 Frustration and Defects in Liquid Crystals and Liposomes

Workshop Random Matrices, Statistical Mechanics, and Integrable Systems
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 Discriminants, qDifferences and Electrostatics
 Scaling limit of random matrices and KdV flow
 Phase Transitions and Random Matrices
 Fay Identities, Fredholm determinants, soliton formulas and random matrices
 Persi Diaconis: What is HAAR Measure Anyways?
 Asymptotics for random permutations
 Chiral Potts Model
 Correlation Functions of XXZ model at finite temperature
 Algebra of Integral Operators and Correlation functions of 1D electron gas
 The operatorvalued RHP for the correlation functions of the Quantum NLS
 Operators on Graphs and Symplectic Geometry
 Behavior of a Quantum Fluid Interacting by an Inversesquare Potential in a Timedependent Harmonic Trap
 Boundary conformal field theory and representation of the fusion algebra
 Extended Vertex operator algebras and monomial bases
 Baxter's Qoperator and the Virasoro algebra
 Locus Configurations in the Theory of CalogeroMoser systems and WDVV equations
 Universality and Scaling for Zeros of Random Polynomials
 Some unsolved problems in the Random MAtrices and Hamiltonians
 On the semiclassical limit of the focusing nonlinear Schroedinger equation
 On the relationship between the discreet and continuous Painleve equations
 Quantum Resurgence
 Integrable Structures Inherent in Random Matrix Theory
 Ageneralized DarbouxHalphen system, 2
 Dparticle bound states and generalized instantons

Workshop Introductory Workshop: Random Matrix Models and their Applications
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 Random Matrices I
 Random Matrix Models
 Random Matrices and Random Surfaces 1
 Kernels of Integral Operators and Eigenvalue Distribution in Random Matrix Ensembles I
 Random Matrices 2
 Random Matrices and Random Surfaces 2
 0's of Zeta Functions and Random Matrices
 Reimann Hilbert Problems
 Integral Operators
 Universalities in Random Matrices
 Kernels of Integral Operators and Eigenvalue Distribution in Random Matrix Ensembles II
 Integral Systems and Random Matrices 1
 Frobenius Manifolds, Isomonodromy Deformations, and Integrable Hierarchies 1
 Steepest Descent Method
 Orthogonal Polynomial and Random Matrix Theory
 Integral Systems and Random Matrices 2
 Matrix Enssembles with General B, 1
 Random Matrices 3
 Matrix Enssembles with General B, 2
 Distribution Functions for Linear Statistics
 Integral Systems and Random Matrices 3
 Frobenius Manifolds, Isomonodromy Deformations, and Integrable Hierarchies 2