The Accidental Academic: Reflections on 50 Years in Academic Collective Bargaining

Little did I know that when I started a career as a newspaper reporter that I would have a 50-year academic career with academic labor relations as a central part

토지에 대한 개발이익환수제도의 개편방안(Policy directions for restructuring the betterment from land recapture system)

노트 : 이 연구보고서의 내용은 국토연구원의 자체 연구물로서 정부의 정책이나 견해와는 상관없습니다

Senses of memory in dementia care: the transcendent subject

Sensory stimuli are a whole body, mind, time, and space experience.  During the arts therapy encounter memories are recalled through sensory stimulation and scent, sound, texture and taste amongst people with dementia, which can encourage transcendence from the temporal realities of loss. Gerotranscendence (Stephenson 2013) occurs when arts and the unconscious combine.  This article reflects upon sensory arts therapy processes and outcomes in an aged care home, with one case study as a focus. Theories of memory, sensory perception and technologies of care, throw light upon the transcendent subject.  I take Foucault’s views on the contingent subject further to extend the idea of the transcendent subject as one whose preconscious is more prevalent and active than the conscious (Foucault 2003). This transcendence is not ‘madness’ but rather a kind of freedom that is often outside of the immediate politics of institutional care and one in which arts therapy has noticeable agency.Keywords: Arts therapy; aged care; body; memory; senses; transcendence

Software for finite element methods and its application to nonvariational problems

We begin by introducing an extension to the software package Dune (a C++ based toolbox for solving PDEs with the finite element method) which has the main objective of providing a Python user interface to it. First of all we explain how we have structured the interface and go into some detail about the components typical to a FEM. We then go on to demonstrate different features available in the context of worked examples. For instance, we consider the integration of different software packages such as PETSc and SciPy, as well as FEM features such as grid adaptivity, moving domains, and partitioned grids. Throughout this we highlight design decisions that are different to other similar packages and the reasoning behind them. We conclude by demonstrating how C++ code development can be integrated into the process and how that affects efficiency. We go on to consider an application of this software to nonvariational PDEs. The key contribution of this section is the development of a new method for solving this class of problems based on minimization. We derive this method and provide results for existence and uniqueness and error convergence. We also compare this method to existing methods and highlight the advantages it has. We then derive a second aspect of this method which involves a finite element version of the Hessian. We combine these features and look at numerical results for linear nonvariational problems. We compare the new methods along with other existing methods using our software in terms of convergence rates and efficiency. Finally we take an experimental look at solving nonlinear nonvariational problems using the finite element Hessian, and an application to the Monge-Ampere equation