On a homotopy relation between the 2-local geometry and the Bouc complex for the sporadic group McL

We study the homotopy relation between the standard 2-local geometry and the Bouc complex for the sporadic finite simple group McL.Comment: 8 pages, 2 tables, final version to appear in Archiv der Mathemati

Group Dynamics and Race

The purpose of this study is to identify what, if at all, impact race had on relationship and community building among a small and diverse group of people. The impact of group dynamics and race was measured through a quantitative analysis of the Higher Education and Student Affairs Administration (HESA) program cohort experience. With the increased number of professionals from diverse backgrounds entering the field of student affairs and higher education, understanding how race impacts group interactions may be critical to one’s educational and professional success. Therefore, it is my hope that the results derived from this research will assist program coordinators, faculty members, and students in preparing for and dealing with issues of race throughout the graduate school experience

Admissions, Enrollment Management, and Student Affairs: Creating the Seamless Transition

While enrollment management is a concept that first originated in the early 1970s, recently it has become more of a priority and presence in higher education and in the public eye. From the admission process through alumni/ae giving, the enrollment management philosophy shapes the total relationship students have with colleges and universities. This article examines the transformation in practices, functions, and responsibilities of admission counselors as admissions has evolved to address the broader scope of enrollment management. Two former admission counselors share their personal experiences as student affairs practitioners in an enrollment management framework

New collections of p-subgroups and homology decompositions for classifying spaces of finite groups

Let G be a finite group and p a prime dividing its order. We define new collections of p-subgroups of G. We study the homotopy relations among them and with the standard collections of p-subgroups. We determine their ampleness and sharpness properties.Comment: 14 pages, some revisions made, final version to appear in Communications in Algebr