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Current Faculty Research
Math Happenings
Promotion from Associate Professor to Professor
Suho Oh
Promotion from Assistant Professor to Associate Professor & Tenure
Hamilton Hardison and Cody Patterson
Promotion from Associate Professor of Instruction to Professor of Instruction
Bikai Nie and Amanda Walker
Promotion from Assistant Professor of Instruction to Associate Professor of Instruction
Pritha Chakraborty, Jaroslaw Jaracz and Jackson Rebrovich
Promotion from Lecturer to Assistant Professor of Instruction
Hyun Chul Jang, Yichen Ma, Amy Lawrence-Wallquist, and Le Tran
@TXST Math
Upcoming Events
- Location:
- DERR 336; 336
- Cost:
- Free
- Contact:
- Cameron Farnsworth
clf129@txstate.edu - Campus Sponsor:
- Department of Mathematics
Love a good problem? Like to solve difficult puzzles?
Join professors, graduate students and undergraduates as we tackle problems presented from several mathematical journals. An interest in higher level mathematics is all that is required to join our round table. Offer what you know, learn what you don't in a relaxed environment with some of our department's finest!
Join professors, graduate students and undergraduates as we tackle problems presented from several mathematical journals. An interest in higher level mathematics is all that is required to join our round table. Offer what you know, learn what you don't in a relaxed environment with some of our department's finest!
- Location:
- DERR 329; 329
- Cost:
- Free
- Contact:
- Anton Dochtermann
dochtermann@txstate.edu - Campus Sponsor:
- Department of Mathematics
Title: Combinatorial Representations: A closer look at portraying some outcomes and some operations
Abstract: In this talk, we will explore representations in the context of combinatorics. While sets of outcomes,
processes, and formulas are an integral part of combinatorics (c.f., Lockwood), how we represent them can be
just as important. This talk will focus on some ideas around representing outcomes - specifically for combination
problems (C(n,k)); as well as how we portray numerical operations in formulas in relation to an associated set of
outcomes - specifically how we depict the operation of division (and multiplication) as operating on a collection
of outcomes. We will discuss findings from a few studies, as well as some of the implications they might have for
teaching and learning about combinatorics, and for new hypotheses and lines of inquiry in educational research. Click here for more information
more about event
Abstract: In this talk, we will explore representations in the context of combinatorics. While sets of outcomes,
processes, and formulas are an integral part of combinatorics (c.f., Lockwood), how we represent them can be
just as important. This talk will focus on some ideas around representing outcomes - specifically for combination
problems (C(n,k)); as well as how we portray numerical operations in formulas in relation to an associated set of
outcomes - specifically how we depict the operation of division (and multiplication) as operating on a collection
of outcomes. We will discuss findings from a few studies, as well as some of the implications they might have for
teaching and learning about combinatorics, and for new hypotheses and lines of inquiry in educational research. Click here for more information