title: Corporate reports on sustainability and sustainable development: ‘We Have Arrived’

authors: Ihlen, Øyvind

subjects: communication

abstract: This paper analyses how the world's largest corporations communicate about sustainability and sustainable development in their non-financial reports. It investigates the concept use, definitions and attempts at operationalization, and the rationales that corporations give to engage with them. It is concluded that the corporations typically opt to treat sustainability and sustainable development as given and unproblematic instead of addressing the fundamental problems of today's practice or the dilemmas of the concepts. The most striking finding, however, is that so many of the corporations no longer argue that they are on a ‘journey’ towards sustainability, but that they have already integrated sustainability principles and that they have worked like this for years. Such arguments arguably inhibit the change in business models that many commentators call for.

text: Corporate reports on sustainability and sustainable development: ‘We Have Arrived’ This paper analyses how the world's largest corporations communicate about sustainability and sustainable development in their non-financial reports. It investigates the concept use, definitions and attempts at operationalization, and the rationales that corporations give to engage with them. It is concluded that the corporations typically opt to treat sustainability and sustainable development as given and unproblematic instead of addressing the fundamental problems of today's practice or the dilemmas of the concepts. The most striking finding, however, is that so many of the corporations no longer argue that they are on a ‘journey’ towards sustainability, but that they have already integrated sustainability principles and that they have worked like this for years. Such arguments arguably inhibit the change in business models that many commentators call for.

year: 2011

title: On EQ-monoids

authors: Stokes, Tim E.

subjects: mathematics

abstract: An EQ-monoid A is a monoid with distinguished subsemilattice L with 1 2 L and such that any a, b 2 A have a largest right equalizer in L. The class of all such monoids equipped with a binary operation that identifies this largest right equalizer is a variety. Examples include Heyting algebras, Cartesian products of monoids with zero, as well as monoids of relations and partial maps on sets. The variety is 0-regular (though not ideal determined and hence congruences do not permute), and we describe the normal subobjects in terms of a global semilattice structure. We give representation theorems for several natural subvarieties in terms of Boolean algebras, Cartesian products and partial maps. The case in which the EQmonoid is assumed to be an inverse semigroup with zero is given particular attention. Finally, we define the derived category associated with a monoid having a distinguished subsemilattice containing the identity (a construction generalising the idea of a monoid category), and show that those monoids for which this derived category has equalizers in the semilattice constitute a variety of EQ-monoids.

text: On EQ-monoids An EQ-monoid A is a monoid with distinguished subsemilattice L with 1 2 L and such that any a, b 2 A have a largest right equalizer in L. The class of all such monoids equipped with a binary operation that identifies this largest right equalizer is a variety. Examples include Heyting algebras, Cartesian products of monoids with zero, as well as monoids of relations and partial maps on sets. The variety is 0-regular (though not ideal determined and hence congruences do not permute), and we describe the normal subobjects in terms of a global semilattice structure. We give representation theorems for several natural subvarieties in terms of Boolean algebras, Cartesian products and partial maps. The case in which the EQmonoid is assumed to be an inverse semigroup with zero is given particular attention. Finally, we define the derived category associated with a monoid having a distinguished subsemilattice containing the identity (a construction generalising the idea of a monoid category), and show that those monoids for which this derived category has equalizers in the semilattice constitute a variety of EQ-monoids.

year: 2006

title: In defence of mātauranga Māori: A response to the 'seven academics'

authors: Waitoki, Waikaremoana

abstract: On 28 July 2021, a group of academics from the University of Auckland published a letter in the Listener, a well-known, non-academic magazine. The letter writers expressed their moral outrage that the Government’s NCEA curriculum working group proposed that science would be taught to Māori students along with its colonising history.

text: In defence of mātauranga Māori: A response to the 'seven academics' On 28 July 2021, a group of academics from the University of Auckland published a letter in the Listener, a well-known, non-academic magazine. The letter writers expressed their moral outrage that the Government’s NCEA curriculum working group proposed that science would be taught to Māori students along with its colonising history.

year: 2022-04-01