Dissertation/Thesis Abstract

Empowering Students Through Mathematics: A Post-Qualitative Study
by Mycyk, Mary E., Ed.D., Aurora University, 2019, 166; 13859682
Abstract (Summary)

This post-qualitative case study investigates the social, historical, and political contexts in which learning math is situated through the stories of seven eighth grade students identified as low-income, Latino/a, and on-track for college level mathematics. Working from a post-qualitative paradigm using Jackson and Mazzei’s (2012) concept of thinking with theory, the participants stories were deconstructed and data were read through the lenses of the Bourdieuian framework of cultural capital, Freire’s concept of conscientization, the situated perspective of math identity, the culturally relevant perspective, and the critical mathematics perspective. The transgressive voice of the students was sought to create new discourse on the complexities of the social and critical aspects of learning mathematics. Deconstructive implications from this inquiry open up the discussion surrounding local and national reform efforts, hegemonic ideologies embedded in United States educational experiences, issues of power and knowledge found in cultural capital, the implementation of critical pedagogy for conscientization, and the power held by stakeholders that influences math identity. This inquiry helps us better understand the need for educational stakeholders to recognize the non-static nature of the learning community and the always already becoming nature of the people that make up the learning community.

Indexing (document details)
Advisor: Pickup, Austin
Commitee: Heybach, Jessica, Barshinger, Jack
School: Aurora University
Department: Leadership in Educational Administration
School Location: United States -- Illinois
Source: DAI-A 81/2(E), Dissertation Abstracts International
Source Type: DISSERTATION
Subjects: Mathematics education, Hispanic American studies, Middle School education
Keywords: Cultural capital, Culturally relevant pedagogy, Deconstruction, Math identity
Publication Number: 13859682
ISBN: 9781085707534
Copyright © 2019 ProQuest LLC. All rights reserved. Terms and Conditions Privacy Policy Cookie Policy
ProQuest