He Pikinga Waiora Implementation Framework

The Framework has indigenous self-determination at its core. All four elements have conceptual fit with Kaupapa Māori aspirations and all have demonstrated evidence of positive implementation outcomes. A coding scheme derived from the Framework was applied to 13 studies of diabetes prevention in indigenous communities in Australia, Canada, New Zealand, and the United States. Cross-tabulations demonstrated that cultural centeredness (p=.008) and community engagement (p=.009) explained differences in diabetes outcomes and community engagement (p=.098) explained difference in blood pressure outcomes. The Framework is intended as a planning tool to guide the successful development and implementation of interventions. Funders can use the Framework to assess the likely effectiveness of proposed interventions. Community organizations can use the Framework to work with researchers or policy makers to strengthen each of the four elements

Historical Poetics : Chronotopes in "Leucippe and Clitophon" and "Tom Jones"

This paper forms part of a larger, ongoing project, to investigate how certain narrative possibilities that seem to have crystallized for the first time in the ancient Greek novel have proved persistent and productive over time, undergoing subtle transformations during formative later periods in the history of the genre, notably the twelfth century (simultaneously in Old French and in Byzantine Greek) and the eighteenth (the time when, according to a narrower definition, the novel is said to originate). For the present, my more limited aim is to revisit the two main essays in which Bakhtin’s theory of the chronotope (and of the “historical poetics” of the novel) are developed, and to extrapolate what seem to me to the most significant and productive lines of his approach, both in general, and with specific reference to the ancient Greek novel. I will then attempt simultaneously to apply and to modify Bakhtin’s model, in the light of a reading of Achilles Tatius’ Leucippe and Clitophon and with reference to previous critiques. The final part of the paper examines how this approach can be productive for a reading of a much later text, often regarded as “foundational” for the modern development of the genre, especially in English, Fielding’s Tom Jones (1749)

The critical surface fugacity of self-avoiding walks on a rotated honeycomb lattice

In a recent paper by Beaton et al, it was proved that a model of self-avoiding walks on the honeycomb lattice, interacting with an impenetrable surface, undergoes an adsorption phase transition when the surface fugacity is $1+\sqrt{2}$. Their proof used a generalisation of an identity obtained by Duminil-Copin and Smirnov, and confirmed a conjecture of Batchelor and Yung. We consider a similar model of self-avoiding walk adsorption on the honeycomb lattice, but with the lattice rotated by $\pi/2$. For this model there also exists a conjecture for the critical surface fugacity, made in 1998 by Batchelor, Bennett-Wood and Owczarek. Using similar methods to Beaton et al, we prove that this is indeed the critical fugacity.Comment: 28 pages, 9 figure

The critical pulling force for self-avoiding walks

Self-avoiding walks are a simple and well-known model of long, flexible polymers in a good solvent. Polymers being pulled away from a surface by an external agent can be modelled with self-avoiding walks in a half-space, with a Boltzmann weight $y = e^f$ associated with the pulling force. This model is known to have a critical point at a certain value $y_c$ of this Boltzmann weight, which is the location of a transition between the so-called free and ballistic phases. The value $y_c=1$ has been conjectured by several authors using numerical estimates. We provide a relatively simple proof of this result, and show that further properties of the free energy of this system can be determined by re-interpreting existing results about the two-point function of self-avoiding walks.Comment: 8 pages, 1 figur

Adsorbing staircase polygons subject to a force

We study several models of staircase polygons on the $45^\circ$ rotated square lattice, which interact with an impenetrable surface while also being pushed towards or pulled away from the surface by a force. The surface interaction is governed by a fugacity $a$ and the force by a fugacity $y$. Staircase polygons are simplifications of more general self-avoiding polygons, a well-studied model of interacting ring polymers. For this simplified case we are able to exactly determine the limiting free energy in the full $a$-$y$ plane, and demonstrate that staircase polygons exhibit four different phases, including a "mixed" adsorbed-ballistic phase.Comment: 20 pages, 6 figure

Insights into Men's Suicide

Suicide is a considerable public health issue garnering increasing attention in public and academic dialogue over the past few years. Despite alarming statistics showing a high gender skewing towards males, there has been remarkably little focus on prevention, intervention strategies or research to address male suicide

Why are people afraid of the dentist?:Observations and explanations

Objective: The aim of this review was to explore the peer-reviewed literature to answer the question: 'Why are people afraid of the dentist?' Method: Relevant literature was identified by searching the following on-line databases: PubMed, PsycInfo, the Cochrane Library and Google Scholar. Publications were extracted if they explored the causes and consequences of dental fear, dental anxiety or dental phobia. Results: The research evidence suggests that the causes of dental fear, dental anxiety or dental phobia are related to exogenous factors such as direct learning from traumatic experiences, vicarious learning through significant others and the media, and endogenous factors such as inheritance and personality traits. Each individual aetiological factor is supported by the evidence provided. Conclusions: The evidence suggests that the aetiology of dental fear, anxiety or phobia is complex and multifactorial. The findings show that there are clear practical implications indicated by the existing research in this area: a better understanding of dental fear, anxiety and phobia may prevent treatment avoidance. © 2013 S. Karger AG, Basel.</p

A solvable non-directed model of polymer adsorption

Prudent walks are self-avoiding walks which cannot step towards an already occupied vertex. We introduce a new model of adsorbing prudent walks on the square lattice, which start on an impenetrable surface and accrue a fugacity $a$ with each step along the surface. These are different to other exactly solved models of polymer adsorption, like Dyck paths, Motzkin paths and partially-directed walks, in that they are not trivially directed - they are able to step in all lattice directions. We calculate the generating functions, free energies and surface densities for this model and observe a first-order adsorption transition at the critical value of the surface interaction.Comment: 18 pages, 6 figure