Zhang Zai’s Western Inscription articulates a metaphysical vision of universal kinship and moral obligation grounded in the shared substance of all beings. It became a foundational text in Neo-Confucianism, emphasizing compassion and cosmic unity.
Whanganui River Report
Report Summary: Rarely has a Māori river claim been so persistently maintained as that of the Whanganui people. Uniquely in the annals of Māori settlement, the country’s longest navigable river is home to just one iwi, the Atihau-a-Paparangi. It has been described as the aortic artery, the central bloodline of that one heart. The Atihau-a-Paparangi claim to the authority of the river has continued unabated from when it was first put into question. The tribal concern is evidenced by numerous petitions to Parliament from 1887. In addition, legal proceedings were commenced as early as 1938, in the Māori Land Court, on an application for the investigation of the title to the riverbed. From there the action passed to the Māori Appellate Court in 1944, the Māori Land Court again in 1945, the Supreme Court in 1949, to a further petition and the appointment of a Royal Commission in 1950, to a reference to the Court of Appeal in 1953, to a reference to the Māori Appellate Court in 1958 and to a decision of the Court of Appeal in 1962. This may represent one of the longest set of legal proceedings in Māori claims history, yet in all those proceedings, it is claimed, the principles of the Treaty of Waitangi had no direct bearing. Nor did the matter rest there for the court hearings were followed by further petitions and investigations, and in more recent times, Atihau-a-Paparangi were again involved in the Catchment Board inquiry on minimum river flows in 1988 and in the Planning Tribunal and High Court hearings on the same matter in 1989, 1990 and 1992.
Āyāraṃgasutta
From Wikipedia: The Ācārāṅga Sūtra, the foremost and oldest Jain text (First book c. 5th–4th century BCE; Second book c. Late 4th–2nd century BCE),[1] is the first of the twelve Angas, part of the agamas which were compiled based on the teachings of 24th Tirthankara Mahavira.
The existing text of the Ācārāṅga Sūtra which is used by the Śvetāmbara sect of Jainism was recompiled and edited by Acharya Devardhigani Kshamashraman, who headed the council held at Valabhi c. 454 CE. The Digambaras do not recognize the available text, and regard the original text as having been lost in its original form. The Digambara text, Mulachara is said to be derived from the original Ācārāṅga Sūtra and discusses the conduct of a Digambara monk.
The Way of the Philosopher
This volume introduces the major classical Arabic philosophers through substantial selections from the key works (many of which appear in translation for the first time here) in each of the fields—including logic, philosophy of science, natural philosophy, metaphysics, ethics, and politics—to which they made significant contributions.
The Limits of the Quantitative Approach to Discrimination
Introduction: Let’s set the stage. In 2016, ProPublica released a ground-breaking investigation called Machine Bias. You’ve probably heard of it. They examined a criminal risk prediction tool that’s used across the country. These are tools that claim to predict the likelihood that a defendant will reoffend if released, and they are used to inform bail and parole decisions.
Mathematics, Morally
A source of tension between Philosophers of Mathematics and Mathematicians is the fact that each group feels ignored by the other; daily mathematical practice seems barely affected by the questions the Philosophers are considering. In this talk I will describe an issue that does have an impact on mathematical practice, and a philosophical stance on mathematics that is detectable in the work of practising mathematicians. No doubt controversially, I will call this issue ‘morality’, but the term is not of my coining: there are mathematicians across the world who use the word ‘morally’ to great effect in private, and I propose that there should be a public theory of what they mean by this. The issue arises because proofs, despite being revered as the backbone of mathematical truth, often contribute very little to a mathematician’s understanding. ‘Moral’ considerations, however, contribute a great deal. I will first describe what these ‘moral’ considerations might be, and why mathematicians have appropriated the word ‘morality’ for this notion. However, not all mathematicians are concerned with such notions, and I will give a characterisation of ‘moralist’ mathematics and ‘moralist’ mathematicians, and discuss the development of ‘morality’ in individuals and in mathematics as a whole. Finally, I will propose a theory for standardising or universalising a system of mathematical morality, and discuss how this might help in the development of good mathematics.