title: Marine pests in paradise: capacity building, awareness raising and preliminary introduced species port survey results in the Republic of Palau

authors: Campbell, Marnie L.

subjects: non-indigenous species

abstract: Introduced marine species can have a large impact upon small countries that are reliant on marine tourism. Non-governmental organisations, such as the World Conservation Union (IUCN), are working with technical experts to implement capacity building and awareness programs that transfers introduced marine species knowledge to countries in need of aid. The Republic of Palau is reliant on tourism and as such is proactively engaging in this process to ensure that it has the necessary skills to determine and manage its introduced marine species pathways and vectors. The IUCN with the aid of technical experts implemented a four day training workshop that provided both theoretical and practical field experience with introduced marine species port surveys. An outcome of this exercise was the detection of 11 introduced marine species, the training of 10 Palau agencies and two international organisations, and recommendations for future implementation that will aid Palau to address the problem of introduced marine species within their borders.

text: Marine pests in paradise: capacity building, awareness raising and preliminary introduced species port survey results in the Republic of Palau Introduced marine species can have a large impact upon small countries that are reliant on marine tourism. Non-governmental organisations, such as the World Conservation Union (IUCN), are working with technical experts to implement capacity building and awareness programs that transfers introduced marine species knowledge to countries in need of aid. The Republic of Palau is reliant on tourism and as such is proactively engaging in this process to ensure that it has the necessary skills to determine and manage its introduced marine species pathways and vectors. The IUCN with the aid of technical experts implemented a four day training workshop that provided both theoretical and practical field experience with introduced marine species port surveys. An outcome of this exercise was the detection of 11 introduced marine species, the training of 10 Palau agencies and two international organisations, and recommendations for future implementation that will aid Palau to address the problem of introduced marine species within their borders.

year: 2016

title: A representation of the natural numbers by means of cycle-numbers, with consequences in number theory

authors: Turner, John C.

subjects: Cycle-number

abstract: In this paper we give rules for creating a number triangle T in a manner analogous to that for producing Pascal's arithmetic triangle; but all of its elements belong to {0, 1}, and cycling of its rows is involved in the creation. The method of construction of any one row of T from its preceding rows will be defined, and that, together with starting and boundary conditions, will suffice to define the whole triangle, by sequential continuation. We shall use this triangle in order to define the so-called cycle-numbers, which can be mapped to the natural numbers. T will be called the 'cyclenumber triangle'. First we shall give some theorems about relationships between the cyclenumbers and the natural numbers, and discuss the cycling of patterns within the triangle's rows and diagonals. We then begin a study of figures (i.e. (0,1)- patterns, found on lines, triangles and squares, etc.) within T. In particular, we shall seek relationships which tell us something about the prime numbers. For our later studies, we turn the triangle onto its side and work with a doubly-infinite matrix C. We shall find that a great deal of cycling of figures occurs within T and C, and we exploit this fact whenever we can. The phenomenon of cycling patterns leads us to muse upon a 'music of the integers', indeed a 'symphony of the integers', being played out on the cycle-number triangle or on C. Like Pythagoras and his 'music of the spheres', we may well be the only persons capable of hearing it!.

text: A representation of the natural numbers by means of cycle-numbers, with consequences in number theory In this paper we give rules for creating a number triangle T in a manner analogous to that for producing Pascal's arithmetic triangle; but all of its elements belong to {0, 1}, and cycling of its rows is involved in the creation. The method of construction of any one row of T from its preceding rows will be defined, and that, together with starting and boundary conditions, will suffice to define the whole triangle, by sequential continuation. We shall use this triangle in order to define the so-called cycle-numbers, which can be mapped to the natural numbers. T will be called the 'cyclenumber triangle'. First we shall give some theorems about relationships between the cyclenumbers and the natural numbers, and discuss the cycling of patterns within the triangle's rows and diagonals. We then begin a study of figures (i.e. (0,1)- patterns, found on lines, triangles and squares, etc.) within T. In particular, we shall seek relationships which tell us something about the prime numbers. For our later studies, we turn the triangle onto its side and work with a doubly-infinite matrix C. We shall find that a great deal of cycling of figures occurs within T and C, and we exploit this fact whenever we can. The phenomenon of cycling patterns leads us to muse upon a 'music of the integers', indeed a 'symphony of the integers', being played out on the cycle-number triangle or on C. Like Pythagoras and his 'music of the spheres', we may well be the only persons capable of hearing it!.

year: 2013

title: Understanding ‘higher’ Māori fertility in a ‘low’ fertility context: Does cultural identity make a difference?

authors: Rarere, Moana

subjects: Maori fertility

abstract: The Māori fertility transition brought an end to decades of very high fertility rates, and a convergence towards long-term fertility levels similar to Pākehā/New Zealand European women. However, important differences endure. The Māori total fertility rate (TFR) remains above replacement level, and Māori women have children earlier and over a longer period. All of this has and still is occurring in a society that facilitates and favours low fertility and small family sizes. Using births data and cultural identity markers in the New Zealand Census, this paper explores the influence of culture as a contributing factor to higher fertility outcomes amongst Māori women in a low-fertility society.

text: Understanding ‘higher’ Māori fertility in a ‘low’ fertility context: Does cultural identity make a difference? The Māori fertility transition brought an end to decades of very high fertility rates, and a convergence towards long-term fertility levels similar to Pākehā/New Zealand European women. However, important differences endure. The Māori total fertility rate (TFR) remains above replacement level, and Māori women have children earlier and over a longer period. All of this has and still is occurring in a society that facilitates and favours low fertility and small family sizes. Using births data and cultural identity markers in the New Zealand Census, this paper explores the influence of culture as a contributing factor to higher fertility outcomes amongst Māori women in a low-fertility society.

year: 2018