title: Happy 21st birthday sport education: Where are we now?

authors: Pope, Clive C.

subjects: physical  education

abstract: The article focuses on the pros and cons of the Sport Education Curriculum (SEM) that is used in New Zealand. Comments made by former professional rugby player Chris Laidlaw show how important sport is to New Zealanders. Educator Daryl Siedentop believed that sport education was necessary and his play theory is analyzed.

text: Happy 21st birthday sport education: Where are we now? The article focuses on the pros and cons of the Sport Education Curriculum (SEM) that is used in New Zealand. Comments made by former professional rugby player Chris Laidlaw show how important sport is to New Zealanders. Educator Daryl Siedentop believed that sport education was necessary and his play theory is analyzed.

year: 2007

title: Joins of subalgebras and normals in 0-regular varieties

authors: Stokes, Tim E.

abstract: In any 0-normal variety (0-regular variety in which {0} is a subalgebra), every congruence class containing 0 is a subalgebra. These “normal subalgebras” of a fixed algebra constitute a lattice, isomorphic to its congruence lattice. We are interested in those 0-normal varieties for which the join of two normal subalgebras in the lattice of normal subalgebras of an algebra equals their join in the lattice of subalgebras, as happens with groups and rings. We characterise this property in terms of a Mal’cev condition, and use examples to show it is strictly stronger than being ideal determined but strictly weaker than being 0-coherent (classically ideal determined) and does not imply congruence permutability.

text: Joins of subalgebras and normals in 0-regular varieties In any 0-normal variety (0-regular variety in which {0} is a subalgebra), every congruence class containing 0 is a subalgebra. These “normal subalgebras” of a fixed algebra constitute a lattice, isomorphic to its congruence lattice. We are interested in those 0-normal varieties for which the join of two normal subalgebras in the lattice of normal subalgebras of an algebra equals their join in the lattice of subalgebras, as happens with groups and rings. We characterise this property in terms of a Mal’cev condition, and use examples to show it is strictly stronger than being ideal determined but strictly weaker than being 0-coherent (classically ideal determined) and does not imply congruence permutability.

year: 2015

title: Ka Mahuta, Ngāti Hauā and the importance of translation theory

authors: Roa, Raukura

subjects: Waiata Māori

abstract: In this paper, I provide an English translation of one Māori waiata - Ka Mahuta – a waiata of Ngāti Hauā, along with a discussion of the relevance of translation theory and of culturally appropriate translation processes that fully involve those whose guidance, support, knowledge and understanding are of critical importance.

text: Ka Mahuta, Ngāti Hauā and the importance of translation theory In this paper, I provide an English translation of one Māori waiata - Ka Mahuta – a waiata of Ngāti Hauā, along with a discussion of the relevance of translation theory and of culturally appropriate translation processes that fully involve those whose guidance, support, knowledge and understanding are of critical importance.

year: 2003-09