Week of January 24-28, 2011
Monday, January 24, 2011
1:30 PM Calculator Workshop 447 MSC
Cheryl Grant
Topic: Basic Skills
3:30 PM Calculus Seminar 459 MSC
Presenter: Dan Shifflet, BGSU
Major-Specific Group Projects to Motivate Sequences and
Series
Last semester I assigned group projects to my Calculus II
students to motivate the transition from traditional
topics they were accustomed to (derivatives, integrals)
into new topics they might not have seen before
(sequences, series). In an attempt to maximize interest,
each group was comprised of individuals with similar
majors and assigned a project containing relevant
material. In this seminar we will review the content of
these projects and the results of their implementation.
Tuesday, January 25, 2011
10:45 AM Math 1220 Instructor Meeting 459 MSC
3:45 Pm Tenured Faculty Meeting 459 MSC
Topic: Annual Evaluation
Wednesday, January 26, 2011
11:30 AM Statistics Seminar 459 MSC
Steven Dinda, BGSU
Predicting rRNA mutation rates using the rRNA 3D structure
12:30 PM Foundational Math Committee Meeting 400 MSC
1:00 PM Graduate Committee Meeting 400 MSC
1:30 PM Analysis Seminar 459 MSC
Bo Li, BGS
Toeplitz algebra on the Segal-Bargmann type spaces (Part II)
We give an overview of some results on the structure of
Toeplitz algebra on the Bergman-type spaces, and discuss
how to obtain the analogous results for Toeplitz algebra
on the Segal-Bargmann type spaces. This a continuation of
two talks given last semester.
3:30 PM Algebra Seminar 459 MSC
Dan Shifflet, BGSU
Canceling Polynomials Without Dividing: An Algebraic
Introduction to the Power Series
In this talk I will introduce the usefulness of power
series without mentioning limits or convergence. The
material being presented is applicable to mathematicians
of all levels.
Thursday, January 27, 2011
10:45 AM Math 1210 Instructor Meeting 459 MSC
Friday, January 28, 2011
2:30 PM Dissertation Defense 459 MSC
Kevin Rion, BGSU
Dense Orbits of the Aluthge Transform
The Aluthge transform was introduced to aid in solving the
Invariant Subspace Problem on Hilbert spaces. Weighted
shifts have been used to address the conjecture that the
sequence formed by iteratively applying the Aluthge
transform Delta to an operator T produces a sequence that
converges to a normal operator. We show the preceding
conjecture fails in quite a dramatic way in that the orbit
Orb(Delta,T) can in fact be dense in an entire "interval"
of normal shifts.
3:30 PM Colloquium 459 MSC
John Chen, BGSU
Modeling survival data with dependent censoring
Most of the methods on survival analysis focus on survival
data in which censoring is independent of survival
time. However, in some practical situations, information
connecting censoring with survival time can not be
plausibly ignored. This motivates research for new methods
to analyze survival time with dependent censoring. In this
talk, we will review recent developments of survival
analysis with dependent censoring mechanism, discuss a new
method, and apply the new method to analyze a prostate
cancer data set.
A list of mathematics seminars by subject and other seminars at BGSU is available here.
If you have comments or material for the calendar, send e-mail to Anita
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