Open Access. Powered by Scholars. Published by Universities.®

Digital Commons Network

Open Access. Powered by Scholars. Published by Universities.®

Articles 1 - 3 of 3

Full-Text Articles in Entire DC Network

Climate Change: Threats To Social Welfare And Social Justice Requiring Social Work Intervention, Lauren Caroline Achstatter Jul 2014

Climate Change: Threats To Social Welfare And Social Justice Requiring Social Work Intervention, Lauren Caroline Achstatter

21st Century Social Justice

The article looks at climate change though a social development framework, with emphasis on social justice and social welfare. It evaluates how market-based capitalism continues to contribute to the problem while ignoring the warnings from the scientific community. The article goes on to report that despite the devastation of climate change, concerns – mainly financial in nature - continue to hinder progress towards reform. The article then argues that given the evidence, climate change qualifies as a topic of interest for social workers. The article goes on to advocate for social work involvement highlighting some suggested areas for action.


Science Classics, Mark Masthay Jan 2014

Science Classics, Mark Masthay

Chemistry Faculty Publications

An essay on the impact of the works in the Imprints and Impressions: Milestones in Human Progress, an exhibition of rare books from the collection of Stuart Rose. Exhibition was held Sept. 29-Nov. 9, 2014, at the University of Dayton.


A Constructive Proof Of The Borel-Weil Theorem For Classical Groups, Kostiantyn Timchenko Jan 2014

A Constructive Proof Of The Borel-Weil Theorem For Classical Groups, Kostiantyn Timchenko

Electronic Theses and Dissertations

The Borel-Weil theorem is usually understood as a realization theorem for representations that have already been shown to exist by other means (``Theorem of the Highest Weight''). In this thesis we turn the tables and show that, at least in the case of the classical groups $G = U(n)$, $SO(n)$ and $Sp(2n)$, the Borel-Weil construction can be used to quite explicitly prove existence of an irreducible representation having highest weight $\lambda$, for each dominant integral form $\lambda$ on the Lie algebra of a maximal torus of $G$.