Description: Ancient Indian logic by itself is a very vast subject. The ancient Sanskrit term nyaya which was first used in a different or in a much more general sense, was later specifically applied to the Nyaya school. The physics and physiology and psychology of the Nyaya doctrine are not specifically its own, being from the first indistinguishable from those of its sister Sastra, the Vaisesika. What characterizes it specifically is the development of the nyaya or five-membered method of demonstration (...) and its insistence on the four sources of knowledge, corresponding to the first four members of its demonstrative formula, or 'Syllogism.' The importance of Nyaya is in its doctrine of the pramanas, or sources of proof, and in its formulation of the nyaya, or method of demonstration. Indian Logic in its Early Schools by H.N. Randle is an interpretation of Indian logical theory in its historical development based on the study of original texts wherever reference to Nyaya as a method of logic has been made, and thus, covers a very wide field of Indian philosophy. An indispensable work for students of Indian philosophy, it is especially important for those who are interested in Nyayadarsana in its relation to the early logic of other schools. (shrink)

This paper studies general numerical networks with support and attack. Our starting point is argumentation networks with the Caminada labelling of three values 1=in, 0=out and ½=undecided. This is generalised to arbitrary values in [01], which enables us to compare with other numerical networks such as predator?prey ecological networks, flow networks, logical modal networks and more. This new point of view allows us to see the place of argumentation networks in the overall landscape of networks and import and export ideas (...) to and from argumentation networks. We make a special effort to make clear how general concepts in general networks relate to the special case of argumentation networks. We pay special attention to the handling of loops and to the special features of numerical support. We find surprising connections with the Dempster?Shafer rule and with the cross-ratio in projective geometry. This paper is an expansion of our 2005 paper and so we also consider higher level features such as numerical attacks on attacks, and propagation of numerical values.We conclude with a brief view of temporal numerical argumentation and with a detailed comparison with related papers published since 2005. (shrink)

We start this issue of Journal of Military Ethics with a recent address on military ethics given by one of the US ARMY's leading officers.Brigadier General H. R. McMaster graduated from the United...

The object of this article is to examine, with the work of Jeremy Bentham as the principal example, one strand in the complex pattern of European social theory during the second half of the eighteenth century. This was of course the period not only of the American and French revolutions, but of the culmination of the movements of thought constituting what we know as the Enlightenment. Like all great historical episodes, the Enlightenment was both the fulfilment of long-established processes and (...) the inauguration of new processes of which the fulfilment lay in the future. Thus the seminal ideas of seventeenth-century rationalism realized and perhaps exhausted their potentialities in the eighteenth-century Enlightenment. The ideas with which this article is concerned, however—conveniently grouped and labelled as the ideas of utilitarianism—only began to achieve systematic development in these later decades of the eighteenth century. Within that period—during the first half and more of Bentham's long life—attempts to apply those ideas to the solution of social problems met largely with failure and frustration. Yet unrealized potentialities remained, the realization of which was reserved for a time when the world of the philosophes no longer existed. The movements for social and political reform which have played so large a part in modern history since the French Revolution may be judged in widely differing ways; but whatever the verdict, these movements surely cannot be understood without due consideration of that part of their origins which lies in eighteenth-century utilitarianism. (shrink)

By the death, last summer, of Jack Robson, the world of utilitarian studies and a wider world of scholarship on both sides of the Atlantic lost one of their most distinguished figures. It would not be appropriate here, even if it were possible now, to attempt a full and measured assessment of his work. Writing only a few months after the news of his death, while the sense of loss is still so sharp for all his many friends, two things (...) are possible. Something can and should be said to acknowledge and celebrate Robson's achievement as a scholar; and to this can be added some personal recollections of one whose human qualities were as outstanding as his scholarship. (shrink)

In studying the thinkers discussed, we have generally used (translations of) their writings. The very breadth of this study makes one dependent upon ...

Cultural boundaries in Islam based on Hadith (Islamic traditions).

SUFFERING HUMAN AND DIVINE INTRODUCTION I KNEW when I asked Dr. H. Wheeler Robinson to write this volume on Suffering that I was giving him the most difficult ...

Methoden. Im obigen Artikel ist die „Phylogenie des Stammbaumes” untersucht worden. Beginnend mitHaeckel werden 26 Typen phylogenetischer Symbole kritisch besprochen, d.h. nicht die Resultate, sondern nur die Methoden, z.B. bezüglich Systematik und Phylogenie, lebender und ausgestorbener Organismen, geologischer Perioden, Stufen und homologer Variationen, geographischer Verbreitung, Diversität, etwaiger Bedeutung der Einzelheiten, Mono-, Bi- und Polyrheithrie , usw. Der Faktor Zeit wird dabei für phylogenetische Systeme als der wesentlichste betrachtet. Der Autor hat daher in seinen- neuen Darstellungen die Begriffe „Zeit-Stufen” oder „Zeit-Globen-Oberflächen” (...) eingeführt; diese stehen senkrecht zum „Zeit-Radius”. Auf diesem Grunde wird ein neues Kriterium zur Unterscheidung systematischer und phylogenetischer Vorstellungen denjenigen anderer Autoren hinzugefügt. Erläuterungen. Nach einer Übersicht über die besprochenen Schemen im 1. Teil werden die Verhältnisse zwischen systematischen und phylogenetischen Darstellungen sowie die Verbindung ihrer Symbole untersucht. Es wird gezeigt, dass viele Einzelheiten solcher Konstruktionen oft, wissentlich oder unwissentlich, keine bestimmte Bedeutung haben. Der Verfasser hat versucht zu zeigen, dass es erwünscht wäre, möglichst mit allen Einzelheiten einer symbolischen Darstellung irgendeine Bedeutung zu verbinden: Linien und Entfernungen in der Ebene, Winkel in räumlichen Schemen. Die letztgenannten werden besonders für solche Arten von phylogenetischen Systemen empfohlen, bei denen der Faktor Zeit stets eine der Dimensionen bildet. Dieser Grundsatz wird mit der Evolution systematischer Einzelheiten in Verbindung gebracht, und Merkmals-Phyletik, homologe Variationen, Stufen, Polyrheithrie, Analogie und Homologie, Konvergenz und Verwandtschaft, etc. werden kurz im Lichte der Vererbungslehre besprochen. Es istHayata's extrem dynamischen Ansichten zu verdanken, dass das Statische in den systematischen und phylogenetischen Darstellungen aufgelockert worden ist. Méthodes. Dans l'article inséré ci-dessus il s'agit de ce qu'on pourrait appeler „la phylogénie de l'arbre généalogique”. En commençant parHaeckel , l'auteur discute 26 types divers de symboles phylogénétiques, c.à.d. seulement les méthodes , par exemple en ce qui concerne la taxonomie et la phylogénie, les organismes récents et éteints, les périodes géologiques, les niveaux et les variations homologues, la distribution géographique, la diversité, la signification éventuelle des détails, la mono-, bi- et polyrheithrie , etc. Le Temps est considéré comme l'élément le plus essentiel dans tout système phylogénétique. Par conséquence, l'auteur a introduit dans ses nouvelles représentations les idées de „Niveaux” ou de „Surfaces des Sphères du Temps” qui sont imaginés perpendiculaires au Radius-Temps. Dans l'ordre de ces idées un nouveau critère est ajouté à ceux donnés par d'autres auteurs pour la distinction des systèmes taxonomiques et des représentations phylogénétiques. Justifications. Après une récapitulation des systèmes, énumérés dans la première partie, les relations des constructions taxonomiques et phylogénétiques, ainsi que les connections de leurs symboles sont discutées. Souvent plusieurs détails sont, sciemment ou insciemment, dépourvus de toutes signification. L'auteur a essayé de démontrer qu'il serait désirable d'attribuer autant que possible de significations définies au détails d'une représentation symbolique de la nature décrite: aux lignes et aux distances dans le plan, aux angles dans l'espace. Les constructions tridimensionales sont particulièrement recommandées pour plusieurs systèmes phylogénétiques; dans de tels systèmes le Temps devrait toujours remplir la fonction d'une des dimensions. Ce principe est mis en rapport avec l'évolution des unités taxonomiques; phylogénie des charactères, variations homologues, niveaux, polyrheithrie, analogie et homologie, convergence et relations héréditaires, tous ces sujets sont brièvement discutés dans leurs rapports avec la Génétique. Selon l'opinion de l'auteur, c'est aux idées ultra-dynamiques d'Hayata que la taxonomie et la phylogénie doivent la pénétration féconde du dynamisme dans leurs systèmes trop souvent statiques. (shrink)