S.I.G.M.A. Seminar – Past Talks
The table below is of talks prior to Spring 2019.
Curvature
Jesse Ratzkin (University of Connecticut)
Infinitesimals and Nonstandard Analysis
Reed Solomon ( in 1966)
Classification of Boolean Algebras
Lance Miller (University of Connecticut)
Banach algebras, function spaces, and how I came to love them
Stuart Sidney ()
A constructivist look at computational algebra
Ray Mines ()
Topological Vector Spaces with zero dual space
Keith Conrad (University of Connecticut)
Computational Topology on Approximated Manifolds (with Applications in Engineering & Bioinformatics)
Tom Peters (University of Connecticut)
The Graph Reconstruction Conjecture
Jonathan Axtell (University of Connecticut)
Random Walks and Quantum Walks
Gorjan Alagic (University of Connecticut)
Ramsey Theory: Beyond the Pigeon Hole Principle
Oscar Levin ()
Path-connectivity and the Gram-Schmidt algorithm
Brian Conrad ( we show how this geometric visualization also enables one to give geometric proofs of the well-definedness of the signature of quadratic forms over the reals and the fact that the \”space\” of quadratic forms with a fixed signature is itself path-connected (i.e.)
Finite Fields and Their Galois Groups
Matthew Jura (University of Connecticut)
Degree structures in computability theory
Reed Solomon ()
Mathematics Education and Internal Development
Herb Clemens (Ohio State University)
Group Gradings of Matrix Algebras
Lance Miller (University of Connecticut)
Overview of Summer Program in Operations Research Technology
Lara Diamond (NSA)
The Mathematical Foundations of Electromagnetic Theory
Domina Spencer (University of Connecticut)
Mathematics in engine maintenance cost forecasting
Mei Gao (Pratt and Whitney)
random thoughts on random processes
Masha Gordina (University of Connecticut)
Talk Postponed
()
Large scale geometry of groups
Kasra Rafi (University of Connecticut)
Modular forms and the Monster
Kyu-Hwan Lee (University of Connecticut)
Quantum mechanics and Hilbert Spaces
Will Dicharry (University of Connecticut)
How Zero-Divisors Change a Prufer Domain
Sarah Glaz (University of Connecticut)
A Night at the Operads
Rachel Schwell (University of Connecticut)
Algebraic constructions and paths through trees
Reed Solomon (University of Connecticut)
Choice by necessity
Joe Miller (University of Connecticut)
Modules of splines over polyhedral complexes
Lance Miller (University of Connecticut)
Automatic Meaning Discovery Using Google
Bj¯rn Kjos-Hanssen ( \”telephone\”)
The integral group ring isomorphism problem
Eugene Spiegel (University of Connecticut)
Analysis on Groups
Keith Conrad (University of Connecticut)
Art and Mathematics: A Dialogue
Joint Discussion (University of Connecticut)
Quadratic Forms
Adam Gamzon (University of Connecticut)
Games Mathematicians Play
Oscar Levin (University of Connecticut)
The Combinatorial Structure of Moment Polytopes
Tara Holm (University of Connecticut)
A Casual Look at Category Theory
Matt Jura (University of Connecticut)
Playing games in set theory
Reed Solomon (University of Connecticut)
Fourier Analysis on Groups
Gorjan Alagic (University of Connecticut)
Dirichlet’s Theorem for arithmetic progression
Lance Miller (University of Connecticut)
Not a proof of the Four Color Theorem
Oscar Levin ()
A completely accessible and historically motivated introduction to The Theory of Partitions and its connections to number theory, combinatorics, algebra, complex analysis, chess, particle physics, the q-universe, and ping-pong.
Dennis Eichhorn (University of Connecticut)
Why is the Riemann hypothesis important?
Keith Conrad (University of Connecticut)
Bird of a feather flock together, but how?
Upendra Prasad (University of Connecticut)
Instabilities in the tidal deformation of planetary bodies
Sarah Frey (University of Connecticut)
An overview of some knot and 3-manifold invariants
Kristen Sellke (University of Connecticut)
Applying for Jobs in Academia: All You Ever Needed to Know
Panel (University of Connecticut)
The Basics of Fuzzy Set Theory
Matt Jura ()
On Cauchy interpolar functions
Paul-Jean Cahen (University of Connecticut)
An Introduction to Elliptic Curves
Keith Conrad (University of Connecticut)
Nuggets of Ramsey Theory
Reed Solomon ()
Computational Topology: My Personal Overview
Tom Peters (University of Connecticut)
The Ergodic Theorem
Keith Conrad ()
From Connecticut to Wisconsin: My Experiences, Students, and Mathematics
Richard Brualdi (University of Wisconsin at Madison)
The Upper Half Plane in Geometry, Analysis, and Algebra
Keith Conrad (University of Connecticut)
Posets have their ups and downs
Tom Roby (University of Connecticut)
Hecke Algebras, Quantum Spin Chains and Reaction-Diffusion Models
Birgit Kaufmann (University of Connecticut)
Quaternion Algebras
Keith Conrad (University of Connecticut)
Well quasi-orders – What are they and why are they useful?
Reed Solomon (University of Connecticut)
Study of repair of stiction failed MEMS cantilever beams using structural vibrations.
Amit Savkar (University of Connecticut)
An Introduction to p-adic Numbers
Lance Miller (University of Connecticut)
Vibration Modes of Fractals
Alexander Teplyaev ()
Boolean Algebras: What Are They? Where Do They Come From? What Are They Made Of? And Why Do We Care?
Asher Kach ( study the finite Boolean algebras (answering why no one else does))
Nonnegative matrix factorization and its applications.
Upendra Prasad (University of Connecticut)
A Taste of Homological Algebra
Sarah Glaz ( freeness)
A naive statement of Langlands’ Correspondence
Kyu-Hwan Lee (University of Connecticut)
Finite-index Subgroups of SL2(Z).
Keith Conrad (University of Connecticut)
\Automatic\” Analysis”
Stuart Sidney (University of Connecticut)
How many real numbers are there?
Reed Solomon (University of Connecticut)
Tournaments and March Madness
Asher Kach (University of Connecticut)
Remarks on Russell’s paradox
JC Beall ()
p-adic Distributions
Vicentiu Pasol (University of Connecticut)
You Can Count on Power Series
Thomas Roby ()
Presburger Arithmetic
Matthew Jura (University of Connecticut)
The Degree of a Rational Function
Keith Conrad (University of Connecticut)
The continued fraction expansion of e
John Haga (University of Connecticut)
Fair Coins from Biased Coins to Mathematical Randomness
Asher Kach ()
Coloring Surfaces
Avraham Bourla (University of Connecticut)
Writing Teaching Philosophy Statements (part 1)
Catherine Ross (University of Connecticut)
A Different Way to Color Graphs, and Diagonalization
Matthew Jura (University of Connecticut)
Number Theory is Fun…ction Fields
Russell Prime (University of Connecticut)
Writing Teaching Philosophy Statements (part 2)
Catherine Ross (University of Connecticut)
Financial Mathematics ñ What Does It Mean?
James Bridgeman (University of Connecticut)
An Introduction to the Stochastic Loewner Evolution
Andrew Ursitti (University of Connecticut)
(Co)homology, Spectra and Linear Functors
Stephen Miller (University of Connecticut)
Panel: How to get started on Research
Many Speakers (University of Connecticut)
Infinite Galois Theory
Keith Conrad (University of Connecticut)
Slaying the Hydra
Paul Ellis (University of Connecticut)
The Bridge between Elliptic Curves and Modular Forms
Alvaro Lozano-Robledo (University of Connecticut)
What is a quantum group?
Kyu-Hwan Lee (University of Connecticut)
TEA & TOAST, Knots & Molecules in Animation, Simulation & Visualization
Thomas Peters (University of Connecticut)
An Introduction to the Feynman Integral
Matthew Cecil (University of Connecticut)
Geometric VOA
Jonathan Axtell ()
Brownian Motion
Richard Bass (University of Connecticut)
Writing Teaching Philosophy Statements
Catherine Ross (University of Connecticut)
Examples in algebra using topology
Keith Conrad (University of Connecticut)
The Effect of Global Warming on Financial Discounting Methodology
James Bridgeman (University of Connecticut)
Large Deviations, Small Probabilities
Iddo Ben Ari (University of Connecticut)
Examples in Effective Algebra
Amy Turlington (University of Connecticut)
Path algebras and cluster-tilted algebras
Ralf Schiffler (University of Connecticut)
Investigating the model of high school mathematics teacher preparation in China
Su Liang (University of Connecticut)
The Apollonian gasket revealed
Avraham Bourla (University of Connecticut)
Graduate Student Research
Various Speakers (University of Connecticut)
C is Algebraically closed.
Keith Conrad (University of Connecticut)
Arbeloses are Arbelawesome!
Brian Whitehead (University of Connecticut)
Bridges Behaving Badly: When and Why Good Bridges Go Bad
P. Joseph McKenna (University of Connecticut)
Coupling in Probability Theory
Iddo Ben Ari (University of Connecticut)
The Cantor Function
David Ferrone (University of Connecticut)
Derivatives For All
Luke Rogers (University of Connecticut)
When is a set large? Just the Baire facts, please.
Stuart Sidney ( it is very useful thanks to the Baire category theorem)
Diffusions on Fractals and other Exotic Spaces
Benjamin Steinhurst (University of Connecticut)
An Elementary Proof of Fermat’s Last Theorem (for polynomials).
Alvaro Lozano-Robledo ( elementary)
Polymatroids and Dimension Inequalities in Subspace Arrangements
Ryan Kinser ()
Infinitesimals and Nonstandard Calculus
Reed Solomon ( I will explain how to construct such an extension of the reals and how such an extension can be used to prove theorems of calculus without ever mentioning a limit.”)
Self Similarity and You
Daniel Kelleher (University of Connecticut)
Nuts and Bolts of the Black-Scholes PDE Solution
Edward Perry (University of Connecticut)
Error-Correcting Codes: Toric Construction
Ryan Schwarz (University of Connecticut)
Partition functions and their q-deformations
Kyu-Hwan Lee (University of Connecticut)
F-split rings
Lance Miller (University of Utah)
A not-so-long survey of LaTeX
Ben Salisbury (University of Connecticut)
Embeddings of toric varieties
Milena Hering (University of Connecticut)
Large Lectures in Calculus: A Challenge for Teaching and Research
Amit Savkar and Fabiana Cardetti (University of Connecticut)
An Introduction to Quivers
Lucas Roesler (University of Connecticut)
Just What is the Connection Between Physics and Music?
George Gibson ( an order and Harmony that becomes ever more perfect in spite of the manifold variety.\” – Sommerfeld (1919).
)
Algebra, Meet Geometry!
Arend Bayer ( r(t) satisfying the equation p(t)n + q(t)n = r(t)n for n ≥ 3. This question may seem peculiar at first)
Inversion of Matrices via Simple Graph Manipulations
Pavel Zhlobich (University of Connecticut)
Fractional Cartesian Products and Combinatorial Dimension
Ron Blei (University of Connecticut)
On two stochastic models of biological evolution
Iddo Ben Ari ( when N is large. This is open)
Introduction to Jump Processes
Brian Whitehead (University of Connecticut)
Is the Choice Between Ponzi and Pinochet?
Jim Bridgeman (University of Connecticut)
Preparing for and Navigating the Job Market
Ryan Schwarz (University of Connecticut)
Ponzi or Pinochet, Part II
Jim Bridgeman (University of Connecticut)
Problem Solving
Thomas DeFranco (University of Connecticut)
The Spectral Dimension of the Universe
Alexander Teplyaev ( the quantum universe appears two dimensional at short distances. We conclude that quantum gravity may be ìself-renormalizingî at the Planck scale)
Thermodynamics on Fractals
Gerald Dunne (University of Connecticut)
Zeta functions of fractal strings and the Riemann hypothesis
John Rock ()
Efficient Coding of Natural Sound
David Ferrone (University of Connecticut)
Computer, Hello Computer: A brief introduction to Sage
Lucas David-Roesler (University of Connecticut)
Spectral Graph Theory
Daniel Kelleher ( analytic and algebraic techniques…\” –Fan Chung)
Inversion of quasiseparable Vandermonde-like matrices
Shirani Perera (University of Connecticut)
An Introduction to Ramsey Theory
Reed Solomon (University of Connecticut)
Lambert W Function and Infinite Exponential
Michael Joseph (University of Connecticut)
Tools of the Trade in Large Lecture Calculus Instruction
Amit Savkar (University of Connecticut)
The Continued Fraction Expansion of $e$
John Haga (University of Connecticut)
Quadratic Forms Versus Higher-Degree Forms
Keith Conrad (University of Connecticut)
A Taste of Homological Algebra
Sarah Glaz ( freeness)
Kac-Moody algebras and the Jacobi triple product identity
Ben Salisbury (University of Connecticut)
What is a crystal?
Ben Salisbury (University of Connecticut)
What is a quiver?
Lucas David-Roesler (University of Connecticut)
What Are Elliptic Curves and Why Are They Interesting?
Harris Daniels (University of Connecticut)
What is Poisson geometry?
Rui Loja Fernandes (Instituto Superior TÈcnico)
What is a Coxeter Group?
Gabe Feinberg (University of Connecticut)
Gaussian Analysis in Dimension One (Pre-Colloquium)
David Nualart (University of Kansas)
The moduli space of points on the projective line and quadratic Groebner bases
Milena Hering (University of Connecticut)
Group Actions and the Sylow Theorems
Patrick Dragon ()
Randomness and applied recursion theory
Johanna Franklin (University of Connecticut)
What is Representation Theory?
Ryan Kinser (Northeastern University)
Quartic Curves and Their Bitangents
Bernd Sturmfels (University of California, Berkeley)
Stable and Numerical Quintic Surfaces
Julie Rana ( which involves a discussion of double covers and degenerations of surfaces. In the second half of the talk)
An introduction to algebraic combinatorics
Steven Pon ( symmetric functions)
An Analog of Polyaís Theorem for a New Type of Random Walk
David White (Wesleyan University)
Chromatic Homotopy Theory
Gabriel Valenzuela ( algebra)
Spectral Graph Theory
Daniel Kelleher ( analytic and algebraic techniques…\” –Fan Chung)
The Projective Plane
Keith Conrad (University of Connecticut)
Grassmannians and Projective Space
Rebecca Tramel (University of Connecticut)
Fractal Dimension of the Universe
Alexander Teplyaev (University of Connecticut)
Marvels in Mathematica
Alex Baldenko (University of Connecticut)
The Modular Group and the Upper Half Plane
Harris Daniels (University of Connecticut)
Brownian Motion & Levy Processes
John Haga (University of Connecticut)
Arrow’s Theorem
Lucas David-Roesler (University of Connecticut)
Degree structures and computational complexity
Reed Solomon ( I will discuss the kinds of questions computability theorists ask about these structures and how they extend these questions to computing on objects other than the natural numbers.”)
Fundamental Domains
Keith Conrad (University of Connecticut)
An Introduction to Geometric Analysis
Ovidiu Munteanu (University of Connecticut)
Picking an Advisor: a Panel Discussion
UConn Math Grad Students (University of Connecticut)
Growth and the Grigorchuk group
Daniel Kelleher (University of Connecticut)
Deformations Preserving Total Curvature
Anne Berres (Technical University of Kaiserslautern)
Optimal Investment and Life Insurance for a Bequest Goal
Virginia Young (University of Michigan)
The Lorentz Lattice Gas
Tom LaGatta (Courant Institute of Mathematical Sciences)
Moduli Spaces of Curves and Enumerative Geometry
Ross Sweet (Boston University)
Finite-type knot invariants
Robin Koytcheff (Brown University)
Knot Art, Analysis and Algorithms
T.J. Peters (University of Connecticut)
Conquering a Conference
Johanna Franklin & Steven Pon (University of Connecticut)
Introduction to Iwasawa Theory
Myoungil Kim (University of Connecticut)
Curved Wiener Measure
Thomas Laetsch (University of Connecticut)
Embedding graphs in space
Dominic Dotterrer (http://ej.iop.org/images/1742-5468/2006/08/P08007/Full/2682801.jpg)
Introduction to Random Groups
Robert Heffernan (University of Connecticut)
Introduction to the Invariant Subspace Problem
Michael Pruitt (University of Connecticut)
Finiteness Results for Regular Quadratic Polynomials
James Ricci (Wesleyan University)
Explaining the Rise of Complex Societies in Human History: a Cultural Evolution Approach
Peter Turchin (University of Connecticut)
Just the Baire facts: one-dimensional continuity vs. two-dimensional continuity
S. J. Sidney ()
The Landweber Exact Functor Theorem
Gabriel Valenzuela (Wesleyan University)
Tangent bundles of simple non-differentiable objects
Alexander Teplyaev (University of Connecticut)
The Charms and Woes of Communication Complexity
Alexander Russell (University of Connecticut)
Computing over N and R
Johanna Franklin (University of Connecticut)
A short introduction to geometry
Ovidiu Munteanu (University of Connecticut)
Understanding the Gravity of the Situation
Alan Parry (University of Connecticut)
Are the real numbers really real? Really?
Alvaro Lozano-Robledo ()
The enabling technology for the life sciences
Reinhard Laubenbacher (University of Connecticut Health Center)
Introduction to the p-adic viewpoint
Keith Conrad (University of Connecticut)
Spaces of Metric Spaces
Daniel Kelleher (University of Connecticut)
On the Geometry and Design of a Gearless Mechanical Transmission
Patrick Dragon (University of Connecticut)
LCA(2), Weil index, and product formula
Dongwen Liu (University of Connecticut)
ALEKS: Placing students and beyond!
Amit Savkar (University of Connecticut)
Analogues of $\\pi$
Keith Conrad (University of Connecticut)
Prime Numbers and the Riemann Hypothesis
Matt Lamoureux ()
Syzygies of equivariant ideals
Claudiu Raicu (Princeton University)
On Independence in Probability Theory
Iddo Ben-Ari ( aimed at graduate students of all levels. “)
Why Word Problems are Hard, I
Keith Conrad (University of Connecticut)
Why Word Problems are Hard, II
Damir Dzhafarov (University of Connecticut)
Grad Student Meet and Greet
UConn math graduate students ()
Brownian Motion
Thomas Laetsch (University of Connecticut)
Torsion Subgroups of Elliptic Curves Over Number Fields
Mike Chou (University of Connecticut)
The Automorphism Tower Problem
Robert Heffernan (University of Connecticut)
Introduction to p-adic numbers
Liang Xiao (University of Connecticut)
Numerical Continuation for Differential Equations
Ryan Pellico (University of Connecticut)
Coarse Geometry
Phanuel Mariano (University of Connecticut)
Black Holes Suck!
Alan Parry (University of Connecticut)
Patterns That Don’t Last
Keith Conrad (University of Connecticut)
Catalan Numbers
Michael Joseph (University of Connecticut)
Choosing an Advisor Panel
UConn math graduate students ()
Data integration and assessment system
Amit Savkar (University of Connecticut)
Continued Fractions
Keith Conrad (University of Connecticut)
Nonlinear Suspension Bridges
Ryan Pellico (University of Connecticut)
Ito calculus for the rest of us
Thomas Laetsch (University of Connecticut)
The Futurama Theorem
Maryann Hohn (University of Connecticut)
Control Affine System of a Rolling Sphere
Fanny Shum (University of Connecticut)
Curvature and Fundamental Group
Maree Jaramillo (University of Connecticut)
What groups arise from the theory of elliptic curves?
¡lvaro Lozano-Robledo (University of Connecticut)
The Spectral Dimension of the Universe
Alexander Teplyaev ( the quantum universe appears two dimensional at short distances. We conclude that quantum gravity may be ìself-renormalizingî at the Planck scale)
Random thoughts on Brownian motion
Masha Gordina (University of Connecticut)
Continued Fractions
Keith Conrad (University of Connecticut)
From Brownian motion cometh
Thomas Laetsch (University of Connecticut)
Drunkard, Octopus, and Electrical Networks
Joe Chen ( the amount of energy lost from the removed edges must be at least the energy gained from the increased conductances among the remaining edges. This inequality is intimately tied to the famous Thomson’s (or Dirichlet’s) principle)
The Exact Formula for Fibonacci Numbers
Sandi Xhumari (University of Connecticut)
Counting Spanning Trees in Self-Similar Graphs
Hugo Panzo (University of Connecticut)
Oh where oh where can my diffusion be
David Herzog (Drake University / Iowa State University)
3rd Northeast Mathematics Undergraduate Research Mini-Symposium
Many speakers ()
Graduate student meet and greet
()
Brief Introduction to Representation Theory
Amelie Schreiber (University of Connecticut)
Noise-induced Stabilization of Complex-valued Systems
Fanny Shum (University of Connecticut)
Logic and the Random Graph
Reed Solomon (University of Connecticut)
Probability in Number Theory
Keith Conrad (University of Connecticut)
Teaching Philosophy and Job Application!
Amit Savkar (University of Connecticut)
Orthogonal Projections, Regression, and an Introduction to Artificial Neural Networks
Thomas Laetsch ()
Leja ordering, Laurent polynomials, and fast algorithms for structured matrices
David Miller (University of Connecticut)
Prelim Preparation Panel
Graduate students (University of Connecticut)
Partitions of Sets
Michael Joseph (University of Connecticut)
From Tensors to Differential Forms
Amelie Schreiber ( this will be an introduction to tensors and one motivation for understanding them)
A survey of algebraic number theory
Keith Conrad ( localization) or as \”algebraic number\” theory — the study of algebraic numbers. In this talk)
Curvature and the Gauss-Bonnet Theorem
Daniel Martin (University of Connecticut)
Forecasting Analytics Applications at Pratt & Whitney
David Sirag ()
Applying for Academic Jobs
Amit Savkar (University of Connecticut)
Exact Sequences in Auslander-Reiten Quivers of type $\\mathbb{A}_n$
Michelle Rabideau (University of Connecticut)
Choosing an Advisor Panel
Graduate Students (University of Connecticut)
Graduate student meet and greet
()
Primality testing
Keith Conrad (University of Connecticut)
The Game of Cops and Robbers on Infinite Graphs
Shelley Stahl (University of Connecticut)
When Better is Worse: Challenges in Predictive Modeling
Matt Lamoureux (University of Connecticut/Travelers)
Career preparation seminar
(University of Connecticut)
Phenomena in Dynamical Algebraic Combinatorics: Cyclic Sieving, Homomesy, and Resonance
Michael Joseph (University of Connecticut)
Dilation Theory and Completely Positive Maps.
Benjamin Russo (University of Connecticut)
Cluster Algebras and Continued Fractions
Ralf Schiffler (University of Connecticut)
Random Walks and Amenability
Behrang Forghani (University of Connecticut)
A minicourse and history on removable sets.
Joshua Flynn (University of Connecticut)
Convex categories and entropy
Arthur Parzygnat (University of Connecticut)
On the minimal hitting set generation problem and its applications
Paola Vera-Licona (University of Connecticut)
Spring semester meet and greet
(University of Connecticut)
Grad Life Q&A
Various Speakers ()
Distribution of prime numbers modulo $n$
Liang Xiao (University of Connecticut)
Mathematics in the Biopharma Industry
Helen Moore ()
What is Galois Theory?
Alvaro Lozano-Robledo (University of Connecticut)
Bernoulli numbers
Keith Conrad (University of Connecticut)
Convincing non-functions to act like functions
Erin Rizzie (University of Connecticut)
Solving Differential Equations with Probability
Phanuel Mariano (University of Connecticut)
The Fermat Equation for Polynomials …it’s as easy as ABC
Bobby McDonald (University of Connecticut)
An Introduction to Hausdorff Measure and Sets of Non-Integral Dimension
Lisa Naples (University of Connecticut)
The heat equation on a fractal
Patricia Alonso-Ruiz (University of Connecticut)
The Impact of Model-based Control
Abhishek Dutta (University of Connecticut)
A Brief Introduction to Rough Paths Theory
Qi Feng ( developments and applications of rough paths theory)
Quasicircles and snowflakes
Vyron Vellis (University of Connecticut)
The metric space of metric spaces
Daniel Kelleher (Purdue University)
Length and volume
Luke Rogers (University of Connecticut)
Harmonic Measure
Zihui Zhao (University of Washington)
Random Matrices: Pictures From Traces and Products
Ambar Sengupta (University of Connecticut)
An algebraic characterization of differentiation
Keith Conrad (University of Connecticut)
Resistance metric – an electric interpretation of measuring distances
Patricia Alonso Ruiz (University of Connecticut)
Laplace’s method and applications to probability
Hugo Panzo (University of Connecticut)
TBA
Michelle Rabideau (University of Connecticut)
The volume of the unit ball in $n$ dimensions
Phanuel Mariano (University of Connecticut)
Meet & Greet
(University of Connecticut)
Academic Jobs Panel
Several speakers (University of Connecticut)
The shape of black holes
Lan-Hsuan Huang (University of Connecticut)
Error-detecting codes
Keith Conrad (University of Connecticut)
Error-correcting codes
Keith Conrad (University of Connecticut)
Some probabilistic toy models for biological evolution
Iddo Ben-Ari ( convergence to a stationary distribution)
Reifenberg’s topological disk theorem
Matthew Badger (University of Connecticut)
Using evidence centered design approach for large scale assessments in freshmen-level mathematics
Amit Savkar (University of Connecticut)
Industry opportunities for math PhD/Master students – Panel
Several speakers (University of Connecticut)
Making Your Problems Someone Else's Problems: Connections Between Knot Theory and Graph Theory
Adam Giambrone (University of Connecticut)
An Introduction to the Heisenberg Group
Scott Zimmerman (University of Connecticut)
Gradients on higher dimensional Sierpinski Gaskets.
Gamal Mograby (University of Connecticut)
L-functions and the distribution of primes
Peng Zhao (University of Connecticut)
Spring Semester Meet and Greet
All Graduate Students (University of Connecticut)
Cupcakes versus muffins
Arthur Parzygnat (University of Connecticut)
Mathematic in the biomedical sciences
Reinhard Laubenbacher (UConn Health Center)
A predictive random effects model of dependent claims frequency and severity
Himchan Jeong (University of Connecticut)
Invariant pseudo-distances in complex hyperbolic geometry
Gunhee Cho (University of Connecticut)
Asymptotically hyperbolic 3-metric with Ricci flow foliation
Hyun Chul Jang (University of Connecticut)
What is a cluster algebra?
Ralf Schiffler ()
Reverse mathematics: an introduction
Noah Hughes (University of Connecticut)
An Introduction to Online Teaching
Amit Savkar ()
Reverse mathematics: an introduction
Noah Hughes ()
From PDE to Machine Learning; From Academia to Industry
Ko-Shin Chen (University of Connecticut)
An Introduction to Modal Logic
Abolfazl Karimi (University of Connecticut)
PoincarÈ hyperbolic models, punctured Riemann sphere and modular forms
Junqing Qian (University of Connecticut)
Solving Differential Equations with Probability
Phanuel Mariano (University of Connecticut)
Why is the Riemann Hypothesis Important?
Keith Conrad (University of Connecticut)
Recurrent Random Walks
Behrang Forghani (University of Connecticut)
The Crisis in Fundamental Physics
Philip Mannheim (Department of Physics University of Connecticut)
Fractional Derivatives
Benjamin Russo (University of Connecticut)
An Introduction to Self-Similar Structures
Christopher Hayes (University of Connecticut)
The random graph
David Solomon (University of Connecticut)
Introduction to Morse Theory
Gianmarco Molino (University of Connecticut)
Meet and Greet
()
Quaternions
Keith Conrad (University of Connecticut)
The Gaussian Limit for High Dimensional Spherical Means
Amy Peterson ()
Wrecked-ifiability: How bad could it be?
Sean McCurdy (University of Washington)
Pade Approximants
Maxim Derevyagin ()
Random Fields on Riemannian Manifolds: The Gaussian Kinematic Formula
Marco Carfagnini ()
An introduction to Fourier transform on hyperbolic space.
Jungang Li (University of Connecticut)
Use of genomic recursions in single-step genomic best linear unbiased predictor (BLUP) with a large number of genotypes
Breno Fragomeni (Department of Animal Science)
Perron’s Method for Harmonic Functions
Christopher Hayes (University of Connecticut)
Tree-based Models for the Efficient Valuation of Large Variable Annuity Porfolios
Zhiyu Quan (University of Connecticut)
Intrinsic metrics and the characterization of pseudoconvex domains
Gunhee Cho ()
An Introduction to Heisenberg Type Groups
Joshua Flynn (University of Connecticut)