title: Waste green plant material as a potential source of leaf protein

authors: Ng, Timothy Wei Choong

abstract: Global population is projected to increase by 3.1 billion people between 2000 and 2050. Global affluence will also increase during this period, causing demand for food and feed protein to more than double. Conventional protein sources will not be able to meet this additional demand without exacerbating already serious environmental problems. Alternative protein sources urgently needed to meet growing demand. One alternative is protein recovered from the leaf cells of leafy plants. Historically, leaf protein was recovered from alfalfa using an inefficient and uneconomic recovery process. It may be economically feasible to use an improved process to recover protein from waste green plant materials, such as garden waste and paunch grass. This research seeks to determine the protein content of these materials, which indicates their potential to be processed into animal feed.

text: Waste green plant material as a potential source of leaf protein Global population is projected to increase by 3.1 billion people between 2000 and 2050. Global affluence will also increase during this period, causing demand for food and feed protein to more than double. Conventional protein sources will not be able to meet this additional demand without exacerbating already serious environmental problems. Alternative protein sources urgently needed to meet growing demand. One alternative is protein recovered from the leaf cells of leafy plants. Historically, leaf protein was recovered from alfalfa using an inefficient and uneconomic recovery process. It may be economically feasible to use an improved process to recover protein from waste green plant materials, such as garden waste and paunch grass. This research seeks to determine the protein content of these materials, which indicates their potential to be processed into animal feed.

year: 2015

title: A recurrence relation approach to higher order quantum superintegrability

authors: Kalnins, Ernie G.

subjects: superintegrability

abstract: We develop our method to prove quantum superintegrability of an integrable 2D system, based on recurrence relations obeyed by the eigenfunctions of the system with respect to separable coordinates. We show that the method provides rigorous proofs of superintegrability and explicit constructions of higher order generators for the symmetry algebra. We apply the method to 5 families of systems, each depending on a parameter k, including most notably the caged anisotropic oscillator, the Tremblay, Turbiner and Winternitz system and a deformed Kepler-Coulomb system, and we give proofs of quantum superintegrability for all rational values of k, new for 4 of these systems. In addition, we show that the explicit information supplied by the special function recurrence relations allows us to prove, for the first time in 4 cases, that the symmetry algebra generated by our lowest order symmetries closes and to determine the associated structure equations of the algebras for each k. We have no proof that our generating symmetries are of lowest possible order, but we have no counterexamples, and we are confident we can can always find any missing generators from our raising and lowering operator recurrences. We also get for free, one variable models of the action of the symmetry algebra in terms of difference operators. We describe how the Stäckel transform acts and show that it preserves the structure equations.

text: A recurrence relation approach to higher order quantum superintegrability We develop our method to prove quantum superintegrability of an integrable 2D system, based on recurrence relations obeyed by the eigenfunctions of the system with respect to separable coordinates. We show that the method provides rigorous proofs of superintegrability and explicit constructions of higher order generators for the symmetry algebra. We apply the method to 5 families of systems, each depending on a parameter k, including most notably the caged anisotropic oscillator, the Tremblay, Turbiner and Winternitz system and a deformed Kepler-Coulomb system, and we give proofs of quantum superintegrability for all rational values of k, new for 4 of these systems. In addition, we show that the explicit information supplied by the special function recurrence relations allows us to prove, for the first time in 4 cases, that the symmetry algebra generated by our lowest order symmetries closes and to determine the associated structure equations of the algebras for each k. We have no proof that our generating symmetries are of lowest possible order, but we have no counterexamples, and we are confident we can can always find any missing generators from our raising and lowering operator recurrences. We also get for free, one variable models of the action of the symmetry algebra in terms of difference operators. We describe how the Stäckel transform acts and show that it preserves the structure equations.

year: 2011

title: Engaging Māori in Biobanking and Genetic Research: Legal, Ethical and Policy Challenges

authors: Beaton, Angela

subjects: Indigenous

abstract: Publically funded biobanking initiatives and genetic research should contribute towards reducing inequalities in health by reducing the prevalence and burden of disease. It is essential that Maori and other Indigenous populations share in health gains derived from these activities. The Health Research Council of New Zealand has funded a research project (2012-2015) to identify Maori perspectives on biobanking and genetic research, and to develop cultural guidelines for ethical biobanking and genetic research involving biospecimens. This review describes relevant values and ethics embedded in Maori indigenous knowledge, and how they may be applied to culturally safe interactions between biobanks, researchers, individual participants, and communities. Key issues of ownership, privacy, and consent are also considered within the legal and policy context that guides biobanking and genetic research practices within New Zealand. Areas of concern are highlighted and recommendations of international relevance are provided. To develop a productive environment for "next-generation" biobanking and genomic research,"‘next-generation" regulatory solutions will be required.

text: Engaging Māori in Biobanking and Genetic Research: Legal, Ethical and Policy Challenges Publically funded biobanking initiatives and genetic research should contribute towards reducing inequalities in health by reducing the prevalence and burden of disease. It is essential that Maori and other Indigenous populations share in health gains derived from these activities. The Health Research Council of New Zealand has funded a research project (2012-2015) to identify Maori perspectives on biobanking and genetic research, and to develop cultural guidelines for ethical biobanking and genetic research involving biospecimens. This review describes relevant values and ethics embedded in Maori indigenous knowledge, and how they may be applied to culturally safe interactions between biobanks, researchers, individual participants, and communities. Key issues of ownership, privacy, and consent are also considered within the legal and policy context that guides biobanking and genetic research practices within New Zealand. Areas of concern are highlighted and recommendations of international relevance are provided. To develop a productive environment for "next-generation" biobanking and genomic research,"‘next-generation" regulatory solutions will be required.

year: 2015