| DATE |
SPEAKER |
TITLE |
WI-12 |
Bradley McCoy |
Solving the Pell Equation Using Continued Fractions
|
WI-12 |
Jessica McDonald |
Searching for Structure in Graph Theory: Chromatic
Index and Immersion
|
WI-12 |
Tom Edgar |
Coxeter Groups and Root Systems via Automatic
Structures
|
| FA-11 |
Stephanie Treneer |
Modular Forms and Number Theory
|
| FA-11 |
Andrew Schopieray |
The Theory of Equations Before Galois
|
| FA-11 |
Ben Fissel |
State Space Reconstruction for the Modeling of Nonlinear
Time Series
|
| FA-11 |
Anthony Quas |
Lattices, Uniform Distribution and 3 log(2) - (pi)^2/8
|
| FA-11 |
Barbara Sanborn |
Geometry and topology of quantum mechanics
|
| FA-11 |
Richard Gardner |
What’s So Special about Minkowski Addition?
|
| FA-11 |
Steven McDowall |
Complete modeling of photon transport in luminescent
solar concentrators incorporating alignment of
fluorophors
|
| SP-11 |
Jane Butterfield |
Online Ramsey Games for Triangles
|
| SP-11 |
Michael Renne |
Integer Partitions
|
| SP-11 |
Allison Henrich |
The Story of Pseudodiagrams and Knot Games
|
| SP-11 |
Mark Eddinger |
Spectral Theorem for Compact Hermitian Operators
|
| SP-11 |
Elliot Wargo |
Bond Percolcation in Z^2 and the Harris-Kesten Theorem
|
| SP-11 |
Naomi Borenemann |
The Frobenius Theorem
|
| SP-11 |
Alisha Zimmer |
Semigroups of Bounded Linear Operators
|
| SP-11 |
Victoria Anderson |
Non-negative Matrix Factorization: Algorithms and Applications
|
| WI-11 |
Sarah Dobbins |
Stability of Traveling Wave Solutions of Fisher's Equation
|
| WI-11 |
Brittany Froese |
Numerical Methods for L^2 Optimal Transport Using the Monge-Ampere Equation
|
| WI-11 |
Malcolm Rupert |
Sudoku, Packets, and Solving Symmetries
|
| FA-10 |
Seth Zimmerman |
Contact in an Expanding Universe: a study in dynamic geometry
|
| FA-10 |
Johnny Hu |
Monte Carlo Methods
|
| FA-10 |
George Dyson |
How the Digital Universe Got its Spots
|
| FA-10 |
Akos Magyar |
Some Problems and Results in Arithmetic Ramsey Theory
|
| FA-10 |
Richard Gardner |
Intersections of Convex Bodies
|
| FA-10 |
Victor Chan |
Prediction Accuracy of Linear Models for Paired Comparisons in Sports
|
| SP-10 |
Greg Kubitz |
Functionals and Operators in Banach Space Theory
|
| SP-10 |
Zach Thompson |
Chaos in Differential Equations and the Poincare-Bendixson Theorem
|
| SP-10 |
Tommy Race |
Finite Random Walks in One Dimension
|
| SP-10 |
Katelin Tasa |
An Introduction to Representation Theory and its Applications to Physics
|
| SP-10 |
Matt Lewis |
The Dirichlet Problem for Laplace's Equation
|
| SP-10 |
Amy Wilson |
Poincare's and Siegel's Linearization Theorems
|
| SP-10 |
Nick Woodward |
The Kakeya Problem
|
| WI-10 |
Stephen McDowall |
Modeling and simulation of photon transport for a new design of solar panels
|
| WI-10 |
David Mason |
Basic Ideas of the Hungarian Constructions
|
| WI-10 |
Tadahiro Oh |
Introduction to the Well-Posedness Theory of Dispersive PDEs
|
| WI-10 |
Joseph Peters |
Bounds for Communication in Wireless Grids
|
| WI-10 |
Joseph Felsenstein |
Evolutionary trees, coalescents, and trees of gene duplications: can we find the woods?
|
| WI-10 |
William G. Faris |
Combinatorics of graphs, fixed points, and physics
|
| FA-09 |
Edoh Amiran |
Consumer Behavior with Uncertainty
|
| FA-09 |
Jianying Zhang |
Numerical aspects of some interface problems in fluid
mechanics
|
| FA-09 |
David Shull |
Modeling the burrow ventilation behavior of marine
sediment-dwelling invertebrates and its consequences for
sediment geochemistry
|
| FA-09 |
Geoff Diestel |
Factorization and Orthogonality
|
| FA-09 |
Richard Gardner |
Covariograms and the Phase Retrieval Problem
|
| FA-09 |
Arpad Benyi |
What is a paraproduct?
|
| FA-09 |
Jobie Gores |
Wallpaper groups
|
| SP-09 |
Suzannah White |
Jordan Curve Theorem
|
| SP-09 |
Matteo Tamburini |
Predicting students' math placement at WWU: a Logistic Regression Analysis
|
| SP-09 |
Lucas Chaffee |
Hindman's Theorem
|
| SP-09 |
Meghan VanderMale |
Equivalence of Connect, Impossibility of Fair Votes, and the Hex Game Theorem
|
| SP-09 |
Jesse Nickerson |
The Fourier Transform: Properties and Applications
|
| SP-09 |
Daisy Phillips |
A proof of the Central Limit Theorem via the Fourier transform
|
| SP-09 |
Nathan Hall |
Markov Chains and Applications
|
| SP-09 |
Eric Bortel |
The Technique of Matched Asymptotic Expansions
|
| SP-09 |
Joe White |
Schnirelmann Density and Mann's Theorem
|
| SP-09 |
Tim Olsen |
Invariant subspaces of operators
|
| SP-09 |
Tilmann Glimm |
Turing patterns with an external linear morphogen
gradient
|
| WI-09 |
Brian Heinze |
Normal Form for the Hopf Bifurcation
|
| WI-09 |
Jennifer Angelosante |
Estimating Pairwise Relatedness in Structured Populations
|
| WI-09 |
Seth Zimmerman |
Does Entropy Really Tend to Increase? -
Confounding Conventional Wisdom.
|
| WI-09 |
Amites Sarkar |
Partitioning random geometric covers
|
| WI-09 |
Bryan Smith |
Krylov Subspace Methods for Systems of Linear Equations
|
| WI-09 |
Michael Mazack |
Algorithms for Handwritten Digit Recognition
(Presentation Slides)
|
| WI-09 |
David Mason |
Some Curious Results on Randomly Weighted Self-normalized Sums
|
| FA-08 |
Matt Bode |
The Golub-Pereyra Variable Projection Method for Separable Nonlinear Least Squares
|
| FA-08 |
Brian Thompson |
The Lax-Milgram Theorem and Its Applications
(Presentation slides)
|
| FA-08 |
Jerry Johnson |
Number Bases are the Simple Context...Asking Non-Basic Questions is the Challenging Game!
|
| FA-08 |
Amy Anderson |
"It was one of my half-sisters"
|
| FA-08 |
Alfred Hales |
Light Matrices of Prime Determinant
|
| FA-08 |
Richard Gardner |
Capacities, Surface Area, and Radial Sums
|
| FA-08 |
Branko Curgus |
Eigenvalue problems with boundary conditions depending polynomially on the eigenparameter
|
| FA-08 |
Artem Zvavitch |
On the local equatorial characterization of zonoids
|
| SP-08 |
Marcin Bownik |
How to construct multidimensional wavelets with good time-frequency localization
|
| SP-08 |
David Sorensen |
Cousin Covers and Applications in Analysis
|
| SP-08 |
Josh Levenson |
Stochastic Differential equations and Applications
|
| SP-08 |
Elisabeth Briggs |
Algebraic Number Fields and the Equation x^3 + y^3 = z^3
|
| SP-08 |
Dale Trockel |
Boundary Rigidity in Riemannian Geometry
|
| SP-08 |
Seth Nuckolls |
Combinatorial Game Theory: Conway's Numbers and Games
|
| SP-08 |
Neal Bushaw |
Ramsey Theory and Applications
|
| SP-08 |
Anika Flickinger |
Mean Value Theorem, Maximum Principle and Riemann's Second Derivative Theorem
|
| SP-08 |
Kasso Okoudjou |
Fourier Series on the Sierpinski Gasket
|
| WI-08 |
James Cossey |
Irreducible representations of the symmetric group
|
| WI-08 |
Julia Bergner |
Homotopy theories in topology and algebra
|
| WI-08 |
Adam Nyman |
An Introduction to Noncommutative Geometry
|
| WI-08 |
Sunil Chebolu |
The Unreasonable Effectiveness of Homotopy Theory in Algebra and Representation Theory
|
| WI-08 |
Stephanie Treneer |
Arithmetic of the Fourier Coefficients of Modular Forms
|
| WI-08 |
Laura Scull |
Spaces with Symmetry: Orbifolds and Equivariant Homotopy
|
| FA-07 |
Steve McDowall |
Optical Tomography
|
| FA-07 |
Pritee Sahijwani |
An Application of Markov Processes: A Model of Biological Cell Movement
|
| FA-07 |
Matthew Rudd |
Discrete-time games and algorithms for geometric motions
|
| FA-07 |
Seth Zimmerman |
An Optimal Approach to Group Testing
|
| FA-07 |
Amites Sarkar |
The Linus sequence
|
| FA-07 |
Sandra Spiroff |
Identifying properties of a ring from its zero divisor graph
|
| FA-07 |
Richard Gardner |
Gaussian Brunn-Minkowski inequalities
|
| FA-07 |
Frank Stenger |
SINC--PACK and Separation of Variables
|
| SP-07 |
Selim Akkoc |
Polya Fields
|
| SP-07 |
Dan Fortin |
Optical Tomography in Two Dimensions:
An Inverse Boundary Value Problem
|
| SP-07 |
Rita Parsons |
Continued Fractions
|
SP-07 |
Mark Lockwood |
X-rays of Planar Convex Bodies
|
SP-07 |
Andrew Good |
Banach Algebras
|
| SP-07 |
Laura Smith |
The Levenberg-Marquardt Method
|
| SP-07 |
Anna Barry |
Distributions and Fundamental Solutions of Differential Equations
|
| SP-07 |
Gracie Paek |
Floquet Theory (Linear Systems with Periodic Coefficients)
|
| SP-07 |
Heather Cleveland |
Finite Difference Methods for Partial Differential Equations and the Lax Equivalence Theorem
|
| SP-07 |
Martial Agueh |
Geometric Inequalities via Mass Transport |
| WI-07 |
Amites Sarkar |
Random Geometric Graphs |
| WI-07 |
Christopher Sinclair |
Volumes of Polynomials in Number Theory and Random Matrix Theory |
| WI-07 |
Peter Olofsson |
Multitype Branching Processes: What They Are and How to Make Them Useful |
| WI-07 |
Amy Anderson |
Relatedness Inference in Structured Populations |
| WI-07 |
Crystal Linkletter |
Latent Socio-Spatial Process Model for Social Networks |
| SP-06 |
Edoh Amiran |
Local Descriptions of Boundary Conditions for Acoustic Enclosures |
| SP-06 |
Richard Gardner |
The Amazing Theory of Empirical Processes |
| SP-06 |
Doug Galagate |
Branching Processes |
| SP-06 |
Nicola Parker |
Beautiful Mathematics which is also very useful |
| SP-06 |
Arlene Jacobson |
Four Squares |
| SP-06 |
Salah Abed |
Nonstandard Analysis |
| SP-06 |
Joe Postma |
Lorentz transformations |
| SP-06 |
Adam Larios |
Variational Approach to Boundary Value Problems |
| SP-06 |
Erin Beyerstedt |
Formal Power Series |
| SP-06 |
Cody Pond |
Elliptic Functions and Integrals |
| SP-06 |
Robert O’Malley |
Old and New Results on Boundary Layer Resonance |
| WI-06 |
Haohao Wang |
The Use of Syzygies |
| WI-06 |
Hirotachi Abo |
Finding Needles in a Haystack: Theory and Computation in the Search for Special Surfaces |
| WI-06 |
Maribel Bueno |
Darboux transformations and orthogonal polynomials: Matrix interpretation and numerical aspects. |
| WI-06 |
Sema Salur |
Calibrated Geometries |
| WI-06 |
Ivan Soprunov |
Residues and Newton Polytopes |
| WI-06 |
Colleen Robles |
Efficient travel under windy conditions |
| WI-06 |
Jianying Zhang |
Numerical and analytical approaches to Rayleigh-Benard convection on viscoplastic fluids |
| WI-06 |
Hemanshu Kaul |
Kauffman NK Model - A Stochastic Combinatorial Optimization Model for Complex Systems |
| WI-06 |
Lilia Krovodonova |
High-order discontinuous Galerkin methods for nonlinear hyperbolic conservation laws. |
| WI-06 |
Carmeliza Navasca |
Optimal control as a regularization method for ill-posed problems |
| WI-06 |
Eva Curry |
Multivariable Wavelets |
|
| FA-05 |
Edoh Amiran |
Modeling Consumer Behavior |
| FA-05 |
Larry Shepp |
Discrete Point X-Rays |
|
| SP-05 |
Jonny Ursin |
Fractals and Some Applications |
| SP-05 |
Melissa Henry |
Partitioning of Point Sets in the Plane and Beyond |
| SP-05 |
Brian Hitchcock |
Detection of limit cycles in Lienard systems |
| SP-05 |
Andrew Richardson |
The Isoperimetric Inequality via Brunn-Minkowski |
| SP-05 |
Joel Hibbard |
Measuring Underwater Acoustic Signal with the Fourier Transform |
| SP-05 |
Mark DeSmet |
The Fourier Transform, and no applications |
| SP-05 |
Amber Hixson |
Hermit Crabs: The Benefits of Vacancies |
| SP-05 |
Dave Auckly |
Solving the quartic with a pencil |
| SP-05 |
Paul Carr |
Cryptography: Mathematics Trumps Black Magic |
| SP-05 |
Ralf Wittenberg |
Characterization of Spatiotemporal Chaos |
|
| WI-05 |
Chris Dugaw |
Models of a Subterranean Parasite and its Insect Host |
| WI-05 |
Randy LeVeque |
High-Resolution Finite Volume Methods and Applications
to Tsunami Modeling |
| WI-05 |
Tilmann Glimm |
Dynamical Mechanisms and Simulations for Skeletal Pattern
Formation in the Embryonic Chick Limb |
| WI-05 |
Arpad Benyi |
From linear to bilinear pseudodifferential operators |
| WI-05 |
Bogdana Georgieva |
Generalized Variational Principle of Herglotz.
Noether-type theorems |
| WI-05 |
Alexandru Tamasan |
Inverse Boundary Value Problems for the Transport
Equation and Applications |
|
| FA-04 |
Steven Bland |
Assumptions involved in modeling pension plans.
|
| FA-04 |
Bill Moore |
Transition Math Project: College Readiness
Standards.
|
| FA-04 |
Victor Chan |
Empirical Modeling of Limnetic Temperature
Profile and Estimating Thermocline Depth.
|
| FA-04 |
Richard Gardner |
From Pythagoras to Cancer Diagnostics.
|
| SP-04 |
Maia Bobbink |
Inventory Models.
|
| SP-04 |
David Kennerud |
Estimating Statistical Variability in Insurance Losses and Loss
Reserves.
|
| SP-04 |
Lael Hebert |
Galois Theory and Solvability by Radicals.
|
| SP-04 |
Brandon M. Peden |
The Gale Transform and No Applications.
|
| SP-04 |
Ben Casler |
B-splines and the Schoenberg-Whitney Theorem.
|
| SP-04 |
David Hartenstine |
The Monge-Ampere Equation and Applications.
|
|
| WI-04 |
Michelle Byrtek |
Improving Estimation of Kinetic Model Parameters from PET Studies.
|
|
| WI-04 |
Slobodan Simic |
Geometric theory of hybrid dynamical systems.
|
|
| WI-04 |
David Benko |
Weighted polynomials and the equilibrium measure.
|
|
| WI-04 |
Artem Zvavitch |
Convex Bodies and the Fourier Transform.
|
|
| WI-04 |
Alexei Rybkin |
The absolutely continuous spectrum of Schrodinger operators with long-range potentials.
|
|
| WI-04 |
Daniel Coombs |
Chirality Inversions Propagating on Bacterial Flagella.
|
|
| WI-04 |
Anna Liu |
Hypothesis testing in smoothing spline models.
|
|
| WI-04 |
Tim McMurray |
Nonparametric Regression with Infinite Order Flat-Top Kernels.
|
|
| WI-04 |
Zhigang Zhang |
Statistical Analysis of Current Status Data in the Presence of
Informative Observation Times.
|
|
| WI-04 |
Steve McDowall |
An inverse problem for the transport equation in the presence of a Riemannian metric. |