ArtWorks Evaluation Final Report

This summary provides an overview of the Final Evaluation Report for the Paul Hamlyn Foundation's (PHF) Special Initiative, ArtWorks. The Evaluation has been undertaken by DHA and the Institute for Cultural Practices, University of Manchester

Urban growth machine

Urban growth machine is an influential thesis of urban politics that suggests the objective of growth unites otherwise pluralistic interests in relation to a city. The thesis is situated within a broader theory about the commodification of place, where place is understood to be socially and economically valued land. Its key premise is that coalitions of actors and organizations (i.e. growth machines), all sharing an interest in local growth and its effects on land values, compete with growth machines elsewhere for scarce mobile capital investment, while simultaneously attempting to gain the tacit support of local publics for such urban growth. Following an introductory overview, this entry discusses the urban growth machine in two main parts. The first part sets out the key concepts underlying the growth machine thesis: use value, exchange value and place; place entrepreneurs; growth machines and their allies; competing for mobile capital; and promoting growth as a public good. The second part identifies core issues and debates in relation to the thesis (particularly those made by human geographers), including critiques of: the property focus; the human agency focus; difficulties with international comparison; the conceptualization of local dependency and scale; and the relationship of political projects with local feeling

Hyperopic Cops and Robbers

We introduce a new variant of the game of Cops and Robbers played on graphs, where the robber is invisible unless outside the neighbor set of a cop. The hyperopic cop number is the corresponding analogue of the cop number, and we investigate bounds and other properties of this parameter. We characterize the cop-win graphs for this variant, along with graphs with the largest possible hyperopic cop number. We analyze the cases of graphs with diameter 2 or at least 3, focusing on when the hyperopic cop number is at most one greater than the cop number. We show that for planar graphs, as with the usual cop number, the hyperopic cop number is at most 3. The hyperopic cop number is considered for countable graphs, and it is shown that for connected chains of graphs, the hyperopic cop density can be any real number in $[0,1/2].

Honolulu, America Loves You : We\u27ve Got To Hand It To You

https://digitalcommons.library.umaine.edu/mmb-vp/1604/thumbnail.jp

Measurements of vector magnetic field using multiple electromagnetically induced transparency resonances in Rb vapor

We study intensity distribution of transmission resonances under the conditions of electromagnetically induced transparency (EIT) with lin||lin configuration in 87Rb vapor. We demonstrate that for various orientations of the external magnetic field all seven resolved EIT resonances exhibit maxima or minima at certain directions of the linear polarization of the laser field. This effect can be used for development of a high-precision vector EIT magnetometer.Comment: 4 pages, 4 figure