Post Tagged with: "Algebra Seminar"

The Algebra Seminar presents Rebin Muhammad discussing “Amenable and Congenial Bases” on Thursday, April 13, from 4:30-5:30 p.m. in Morton 313. Muhammad is a graduate student in Mathematics at Ohio University. Abstract: We survey some recent results leading to my ongoing dissertation research. Let A be an infinite dimensional K- […]

The Algebra Seminar series presents Ben Stanley, discussing “Amenability and Congeniality: A Topological Perspective” on Tuesday, April 18, from 4:30-5:30 p.m. in Morton 313. Stanley is a graduate student in Mathematics at Ohio University. Abstract: Let A be a countably infinite dimensional K-algebra, where K is a field and let […]

The Algebra Seminar series presents Shehzad Ahmed of Ohio University discussing “Applications of Model Theory to Algebra” on Wednesday, April 20,  at 4 p.m. in Morton 318. Abstract: This talk is a continuation of the most recent talk I gave on Model Theory. Now that we have laid down the […]

The Athens Algebra Seminar presents Erik Hieta-Aho of Ohio University on Thursday, March 10, at 4:35 p.m. in Morton 127. He will discuss “Recognizing rational functions amongst power series.” Abstract: The talk will cover a few topics which are introduced in a paper by Hou, Lopez-Permouth, and Parra-Avila. The main […]

The Athens Algebra Seminar presents Javier Ronquillo of Ohio University discussing “A quick introduction to Banach Algebras and Gelfand Transform” on Thursday, Feb. 25, from 4:35 to 5:30 p.m. in Morton 127. Abstract: I will talk about Banach Algebras and how some of their properties allow us to define functions […]

The Athens Algebra Seminar presents “A quick introduction to the Hyperreals” by Javier Ronquillo of Ohio University on Thursday, Nov. 5, from 4:35-5:30 p.m. on Morton 218. Abstract: We will use the machinery of ultrapowers to build the Hyperreal numbers. The nice thing about this construction is that we can […]

The Athens Algebra Seminar presents “Whitehead’s conjecture is undecidable in ZFC” by Shehzad Ahmed on Thursday, Nov. 12, from 4:35-5:30 p.m. in Morton 218. Abstract: We say that an abelian group A is a W-group if, given any surjective homomorphism pi: B \rightarrow A of abelian groups with kernel \mathbb […]