Post Tagged with: "Rebin Muhammad"

From Compass and the Office of Global Affairs Ohio University graduate student Rebin Muhammad was recognized in the U.S. Congress recently as part of a statement by U.S. Rep. Steve Stivers about the importance of international education. Muhammad is a doctoral student and Teaching Assistant in Mathematics at OHIO. Stivers, who […]

Seven graduate students from the Ohio University’s Mathematics Department and one professor went to Wellston Middle School in rural Southeastern Ohio on March 4 to set up seven stations of math art activities. The graduate students who participated in this activity are from Kurdistan of Iraq, Saudi Arabia, Nepal, the […]

 Graduate student Rebin Muhammad gave an invited talk at Grand Rapids Community College on Oct. 30, and his talk about symmetries in Islamic geometric pattern and how math made him interested in art was posted on YouTube. Muhammad, who is pursuing a Ph.D. in Mathematics at Ohio University, presented a […]

The Ohio University-Ohio State University ring theory seminar series presents Rebin Muhammad discussing “Projective and Simple Bases of Infinite Dimensional Algebras” on Friday, Sept. 21, at 4:45 p.m. in Cockins Hall 240, OSU-Columbus. Muhammad is a graduate student in Mathematics at Ohio University. Abstract: A basis B over an infinite […]

The Ohio University Ohio State University Ring Theory Seminar presents Dr. Pinar Aydogdu (Hacettepe University, Ankara, Turkey) discussing “Infinite Dimensional Algebras with no Simple Bases” on Friday, Feb. 23, from 4:45-5:45 p.m. in Cockins Hall 240, OSU-Columbus. Abstract: Following \cite{ALM}, a basis $B$ over an infinite dimensional $F$-algebra $A$ is […]

Ohio University Mathematics graduate student Rebin Muhammad contributed a paper to a session on  “My Favorite Math Circle Problem” at MathFest 2017, held July 26-29 in Chicago. Muhammad’s problem was “Islamic Geometric Pattern.” Abstract: An Islamic geometric pattern (IGP) is a 2D wallpaper that is created by using only a compass […]

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- […]