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Articles 1 - 4 of 4
Full-Text Articles in Social and Behavioral Sciences
Establishing Public Banks To Address State And Local Government Fiscal Problems, Erind Disha
Establishing Public Banks To Address State And Local Government Fiscal Problems, Erind Disha
Senior Projects Fall 2016
Unlike the Federal Government, which has the unique legal power to issue a national currency, state and local governments (SLGs) depend on their revenue capacity for spending. Thus, the quality of public services provided by SLGs depends on adequate, stable funding and long-term commitments. This paper begins with an evaluation of the general fiscal condition of SLGs, meanwhile discerning specific budget areas that have become particularly distressed, such as education, healthcare, and infrastructure. Chapter 3 deals with how SLGs engage in municipal finance with private financial institutions. Finally, the fourth chapter presents how arranging a system of public banks across …
An Analysis Of The Fast Fashion Industry, Annie Radner Linden
An Analysis Of The Fast Fashion Industry, Annie Radner Linden
Senior Projects Fall 2016
Senior Project submitted to The Division of Social Studies of Bard College.
“Realists Of A Larger Reality” Conceptualizing Creative Possibilities That Couldwork In Expanding Contemporary Human Rights, Amanda J. Beckley
“Realists Of A Larger Reality” Conceptualizing Creative Possibilities That Couldwork In Expanding Contemporary Human Rights, Amanda J. Beckley
Senior Projects Fall 2016
Senior Project submitted to The Division of Social Studies of Bard College.
Envy-Free Fair Division With Two Players And Multiple Cakes, Justin J. Shin
Envy-Free Fair Division With Two Players And Multiple Cakes, Justin J. Shin
Senior Projects Fall 2016
When dividing a valuable resource amongst a group of players, it is desirable to have each player believe that their allocation is at least as valuable as everyone else's allocation. This condition, where nobody is envious of anybody else's share in a division, is called envy-freeness. Fair division problems over continuous pools of resources are affectionately known as cake-cutting problems, as they resemble attempts to slice and distribute cake amongst guests as fairly as possible. Previous work in multi-cake fair division problems have attempted to prove that certain conditions do not allow for guaranteed envy-free divisions. In this paper, we …