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Mathematics
Department Seminar |
Welcome to the UM-Flint Math Department
Research Seminar
All talks are in Room 305 at 3.30 pm
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Winter 2008 |
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April 18 |
Prof. Mehrdad Simkani |
Polynomial Approximation on Polydiscs in Cn |
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April 11 |
Prof. Lixing Han UM-Flint |
The Rank of a 3-Tensor |
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April 4 |
Prof. Buckingham
Robert (UM |
Total Integrals and Painleve Functions |
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March 28 |
Prof. Howard Thompson |
An
Introduction to Toric Varieities |
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March 21 |
Prof. Jyotsna Diwadkar |
Definability, p-adics and Nilpotent Conujugacy Classes |
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March 14 |
Prof. Boyan Dimitrov |
Some Local Measures of Dependence Between Two Random Variables |
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March 7 |
Prof. Sahutoglu Sonmez(UM
Ann Arbor) |
Complex Analysis Is Full of Surprises in High Dimensions |
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February 29 |
No Seminar This Week |
SPRING RECESS! |
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February 22 |
Prof. Brian McCartin |
Equilateral Eigenvalues V: The Impedance
Boundary Condition |
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February 15 |
Prof. Brian McCartin |
On the Eigenstructure of a Complex Sturm-Liouville Problem |
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February 8 |
Prof. Chang-Hua |
Edge Detection and Ridge Detection with Automatic Scale Selection |
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February 1 |
Prof. Chang-Hua |
Edge Detection and Ridge Detection with Automatic Scale Selection (CANCELLED DUE TO WEATHER. UM-FLINT CLOSED) |
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January 25 |
Kyungyong Lee UM |
Introduction to Multiplier Ideals |
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January 18 |
Prof. Harry D’Souza UM-Flint |
When Can you Cross a Boundary? |
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January 11 |
Prof. Brian McCartin |
A Geometric Property of the Octatonic Scale |
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Fall 2007 |
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December 14 |
Prof. Kirk Weller |
The
Learning of Infinity-Related Topics in Bridge courses |
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December 7 |
Ms Celeste Thornburg |
Two-body
problem: Fun with Differential Equations |
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November 23 |
Prof. Ken Schilling |
Introduction
to Stochastic Analysis: (contd.) |
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November 16 |
Prof. Ken Schilling UM-Flint |
Introduction
to Stochastic Analysis: (contd.) |
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November 9 |
Prof. Ken Schilling UM-Flint |
Introduction
to Stochastic Analysis: Continuous Stochastic Processes |
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November 2 |
Prof. Ken Schilling UM-Flint |
Introduction
to Stochastic Analysis: Martingales |
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October 26 |
Prof. Renzo Cavalieri UM-Ann Arbor |
Counting
curves and . . . tan(x/2) |
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October 19 |
Profs. J. Boats/L. Kikos U Detroit Mercy |
Constructing
Disjoint Paths in Cayley Graphs |
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October 12 |
Prof. Harry D’Souza UM-Flint |
Gauss’s construction and Solving the quartic |
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October 5 |
Prof. Brian McCartin |
On
Concentration and Inertia Hyperellipsoids |
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September 28 |
Prof. Lixing Han UM-Flint |
The Image Space Reconstruction Algorithm |
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September 21 |
Prof. Zhen-Jun Shi |
A
step-size approach for Unconstrained Optimization Line-Search Method |
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September 14 |
Prof. Mehrdad Simkani |
Rational
Series |
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Winter 2007 |
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April 20 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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April 13 |
Prof. Brian McCartin |
Equilateral
Eigenvalues IV: Absorbing Boundary Condition |
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April 6 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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March 30 |
Prof. Harry D’Souza UM-Flint |
Grigori
Perelman’s Celebrated Proof, introduction and an outline |
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March 23 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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March 16 |
Prof. Harry D’Souza UM-Flint |
Grigori
Perelman’s Celebrated Proof, introduction and an outline |
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March 9 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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March 2 |
No Seminar |
SPRING RECESS! |
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February 23 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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February 16 |
Prof. Brian McCartin |
Equilateral
Eigenvalues III: Robin Problem |
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February 9 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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February 2 |
Prof. Brian McCartin |
Equilateral
Eigenvalues II: Neumann Problem |
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January 26 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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January 19 |
Prof. Brian McCartin |
Equilateral
Eigenvalues I: Dirichlet
Problem |
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January 12 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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Fall 2006 |
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December 8 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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December 1 |
Prof. Ken Schilling UM-Flint |
Coin-tossing
probabilities via martingales |
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November 17 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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November 10 |
Prof. Brian McCartin |
What Does fxxfyy-f2xy > 0 really mean? |
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November 3 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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October 27 |
Prof. Darryl Schmidt |
Stability Criteria for Certain High Order Delay Differential
Equations |
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October 20 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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October 13 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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October 6 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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September 29 |
Prof. Mehrdad Simkani UM-Flint |
Approximation in the
Complex Domain |
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September 22 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction (contd.) |
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September 15 |
Prof. Brian McCartin |
What Does fxxfyy-f2xy > 0 Mean? |
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September 8 |
Prof. Robert Bix |
Riemann-Roch theorem, an introduction |
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Winter 2006 |
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April 28 |
Prof. Shu-Yi Tu UM-Flint |
Introduction
to Genetic Algorithms |
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April 21 |
Prof. Harry D’Souza |
More about b2 – 4ac |
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April 7 |
Prof. Brian McCartin |
Cornucop-e-a |
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March 31 |
Prof. Harry D’Souza |
Testing for Primes and Factoring |
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March 24 |
Prof. Brian McCartin |
Hyperbolic Heat Conduction |
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March 17 |
Prof. Lixing Han |
Constructing nonnegative matrices
with prescribed spectra |
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March 10 |
Prof. Harry D’Souza |
String Theory: T-duality and
S-duality |
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March 3 |
No Seminar |
Spring Break |
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February 24 |
Prof. Harry D’Souza |
What is String Theory? An
introductory overview |
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February 17 |
Prof. Harry D’Souza |
Vigenère: encrypting, decoding
and attacking |
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February 10 |
Prof. Harry D’Souza |
Cryptography and Codes: Linear and Algebro-Geometric-II |
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February 3 |
Prof. Harry D’Souza |
Cryptography and Codes: Linear and Algebro-Geometric-I |
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January 27 |
Prof. Fabrizio Catanese |
Chebysheff and Belyi ploynomials, childerns drawings, algebraic surfaces and groups |
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January 20 |
No Seminar |
Due to schedule conflicts |
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January 13 |
Prof. Brian McCartin |
Geometry of Music II: Advanced
Topics |
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Fall 2005 |
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December 9 |
Prof. Brian McCartin |
Geometry of Music II: Advanced
Topics (cancelled) |
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December 2 |
Prof. Brian McCartin |
Geometry of Music I: Basic Topics |
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November 18 |
Prof. Hyman Bass UM-Ann Arbor |
Rationality of the Zeta Function of a Finite Graph |
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November 11 |
Prof. Harry D’Souza |
Ramanujan’s t-function and Cayley
Graphs |
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November 4 |
Prof. Ken Schilling |
How to Succeed at Hackenbush Without Really Trying. The Con-way |
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October 28 |
Prof. Ken Schilling |
How to Succeed at Hackenbush Without Really Trying |
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October 21 |
No Seminar |
At |
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October 14 |
Prof. Brian McCartin |
Waves and Number
Theory II: Eisenstein Primes |
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October 7 |
Prof. Brian McCartin |
Waves and Number
Theory I: Gaussian Primes |
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September 30 |
No seminar |
Centennial
celebration in honor of John von Neumann in |
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September 23 |
Prof. Harry D’Souza |
What is the Riemann
Hypothesis? |
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Winter 2005 |
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April 15 |
Prof. Gerard Venema |
The Axioms of
Elementary Geometry |
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April 8 |
Prof. Jasbir Chahal |
Congruent Numbers and
Elliptic Curves |
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April 1 |
Prof. Harry D’Souza |
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March 18 |
Prof. JongHae Keum |
Groups, the Leech
Lattice and Algebraic Surfaces |
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February 25 |
Prof. Brian McCartin |
Pseudoinverse Formulation of
Rayleigh-Schrodinger Perturbation Theory |
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February 18 |
Prof. Song Jie |
Implementation of Two
New Multi-Reference Electron Correlation Approaches |
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February 11 |
Prof. Lixing Han |
SVD, NNMF and
Applications |
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February 4 |
Prof. Ken Schilling |
A tale of two (s)-ities (cont’d) |
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January 28 |
Prof. Ken Schilling |
A tale of two (s)-ities |
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January 21 |
Prof. Brian McCartin |
Exponential MADness |
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January 14 |
Prof. Shu-Yi Tu |
Analysis of an
Efficient Design for Powdered Hard-Facing Processes |
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Fall 2004 |
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November 19 |
Prof. Lixing Han |
Affection of
Dimensionality on the Nelder-Mead Simplex |
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November 12 |
Prof. Mehrdad Simkani |
Complex Zeroes |
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November 5 |
Prof. Dan Burns |
Stress-Induced Duplex
Destabilization: DNA Mechanics and Gene Regulation |
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October 29 |
Prof. Brian McCartin |
Seven Deadly Sins of
Numerical Computation |
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October 22 |
Prof. Ken Schilling |
Some Problems in
Analysis and Graph Theory |
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October 15 |
Prof. Harry D’Souza |
Dirichlet’s Approximation
Theorem and its Applications (cont’d) |
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October 1 |
Prof. Harry D’Souza |
Dirichlet’s Approximation
Theorem and its Applications |
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September 24 |
Prof. Brian McCartin |
The Geometry of
Linear Regression with Correlated Errors |
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September 17 |
Prof. Harry D’Souza |
Dirichlet’s Approximation
Theorem and its Applications (cancelled) |
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September 10 |
Prof. Harry D’Souza |
Tropical Mathematics |