The official math department colloquium tea time is as at 10:00am tomorrow and the colloquium is at 11:00am
its happening at GTA lounge room, Room 201
Upcoming seminars next week on Wedneday (01/18) in MSB 318
Algebra Seminar: Wednesday 10:30 -11:30 am (currently private, will update when public)
Discrete Seminar: Wednesday 12:30 -1:30
Numerical Seminar: Wednesday 2:00 -3:00
above are the current times for the math department seminars (these are run independently of CMS but may be of interest to many of you).
REU workshop on Monday, November 28 at 4:30pm in MSB 110
The purpose is to give info about summer research experience for undergraduates (REU) programs to students interested in doing one this summer, as a few members wanted this.
Official CMS game night, Friday (11/18) – 6pm @HEC 356
Join us after our General Body Meeting for a Game Night! Feel free to bring any games to play. It will be held in HEC Rm 356 from 6:00pm-9:00pm.
Dr. Reid Putnam Competition Practice , Thursday, Nov 17 , MSB 318 @ 5:00
Dr. Reid will have his next Putnam Competition practice meeting on Thursday, November 17 in MSB 318 at 5:00pm!
Next GBM taking place on Nov 18, HS1 119 @ 4:30
Our next general body meeting will be on Friday, November 18 in HS1 119 at 4:30pm! Dr. Barry Griffiths will come in and talk about study abroad, graduate school, and career opportunities in math! He may also cover additional topics depending on the interest of members. We hope to see you there!
No club meeting this week, But 3 seminars coming up soon!
check them out at the seminars tab
PROBABILITY SEMINAR
Speaker: Dr. Jason Swanson (University of Central Florida)
When: Friday, November 4, 2022 (11/04/22)
Time: 1pm – 2pm
Where: MSB 318
Introduction to mathematical logic II: A calculus for propositional logic.
Abstract: This is the first in a series of talks about mathematical logic. We follow the text, *A
Concise Introduction to Mathematical Logic* by Rautenberg. This series will survey the material
covered in the first three chapters. These chapters introduce propositional and first order logic.
After that, the book continues with logic programming and model theory. Then, in Chapter 6,
Rautenberg presents Gödel’s incompleteness theorem. Topics in the first three chapters include
models, Hilbert calculi, completeness, and compactness.
ANALYSIS SEMINAR
Friday, November 4, 2022 (11/04/22)
Location: ZOOM (https://ucf.zoom.us/j/96871069010)
When: 12 pm – 1 pm
Speaker: Zeinab Mansour, Cairo University, Egypt
Abstract: : Lidstone expansions express an entire function f(z) in terms of the values of the
derivatives of even orders at 0,1. The polynomials in the expansion are called Lidstone
polynomials. They are Bernoulli polynomials; many authors introduced necessary and (or)
sufficient conditions for the absolute convergence of the series in the expansion. The classical
exponential function plays an essential role in deriving the Lidstone series. In the q theory, we
have three q-difference operators, the Jackson q-difference operator, the symmetric qdifference operator, and the Askey-Wilson q-difference operator. Each operator is associated
with a q-analog of the exponential function. This talk introduces q-extensions to the Lidstone
expansion associated with these operators. New three q-analogs of Bernoulli polynomials with
nice properties are coming out. Finally, we introduce an extension of the Leeming and
Sharma Lidstone expansion theorem.
MATH BIOLOGY SEMINAR
Wednesday, November 2, 2022 ( 11/02/22 )
Location: MSB 318
Time: 10am-11am