More than half a century after Nigeria (like most African nations) gained Independence; there has been a lingering problem of finding a socio-political ideology that would suit perfectly with the peculiar nature of African traditions. Incidentally, it is this same problem that led African thinkers to start propounding socio-political ideologies. These include Leopold Sedar Senghor, Julius Nyerere, Modibo Keita, Kwame Nkrumah, Sekou Touré, and Nnamdi Azikiwe. The latter propose what he called Neo-Welfarism. A theory which has faced severe criticism over (...) the years. This work has two goals: to identify the criticisms against Nnamdi Azikiwe’ Neo-Welfarism and re-examine them; and to show how Azikiwe’s Neo-Welfarism could be suitable for tackling the socio-political and economic challenges of contemporary Nigeria. The paper maintains that despite some flaws, Azikiwe’s Neo-Welfarism still holds certain credible principles which when properly applied, could be beneficial to the Nigerian society, and Africa at large. (shrink)

I began with the hypothesis that the scientific productivity of a small country is promoted by the integration of research activities into the international scientific community. Integration occurs both individually and institutionally. The integration of individual research workers into the informal international movement of knowledge about problems, techniques and sharing in a particular branch of science, stimulates them and offers them a better chance of recognition by competent peers for their contributions to science. It thereby strengthens their incentive to exert (...) themselves to the utmost in research. Institutional integration as the modelling of institutional arrangements in the small country on foreign academic organisation also increases productivity. In these ways, small countries can avoid being shunted to the periphery of world science. (shrink)

Orthographic tt in Old Khotanese has often been held as always representing single phonemic /t/. In the 1930s Ernst and Manu Leumann suggested that in four categories of words intervocalic tt represents double /tt/. Here I expand these four categories and analyze the position of these words within the metrical structure of The Book of Zambasta, showing that the Leumanns were half right and that in some cases tt=/tt/. In 1981 two theories were offered about the origin of the tt-device. (...) Oskar von Hinüber’s suggestion that the device is derived from Middle Indic practice has perhaps been most generally accepted. R. E. Emmerick’s tentative suggestion that the device is an internal development, spread from words that he knew from meter contained tt=/tt/, has gained less traction. Both ideas are incorporated here. New analytical tools are used which are based on a study of the metrical system in The Book of Zambasta. (shrink)

Marx und die "bürgerliche" Nationalökonomie, von G. Aspelin.--Några textkritiska problem i Berkeleyforskningen, av B. Belfrage.--Några kommentarer till C.L. Stevensons teori om etisk oenighet, av L. Befgström.--Viljeteorins premisser, av J. Evers.--Axel Hägerströms analys av värdeupplevelsen, av L. Fröström.--On archetypical performatives, by M. Furberg.--The better something is, the worse its absence, by S. Halldén.--Ett slags representationsteorem för deontisk logik, av B. Hansson.--Om Platons "Euthyphron," av I. Hedenius.--Tolkningssatsernas logik, av G. Hermerén.--Är verkligheten motsägande? Ett dialektiskt argument, av K. Marc-Wogau.--Moral, amoral og indifferens, av (...) H. Ofstad.--Begreppet "property" hos John Locke, av K. Olivecrona.--En skademodell, av U. Persson.--Objektivitet som kunskaps teoretiskt begepp och som värderingsideal, av H. Regnéll.--Satsen "Flickan F är vacker," av E. Ryding.--Lathund för lagläsare, av T. Strömberg. (shrink)

Let us define the intuitionistic part of a classical theory T as the intuitionistic theory whose proper axioms are identical with the proper axioms of T. For example, Heyting arithmetic HA is the intuitionistic part of classical Peano arithmetic PA. It's a well-known fact, proved by Heyting and Myhill, that ZF is identical with its intuitionistic part. In this paper, we mainly prove that TT, Russell's Simple Theory of Types, and NF, Quine's "New Foundations," are not equal to their intuitionistic (...) part. So, an intuitionistic version of TT or NF seems more naturally definable than an intuitionistic version of ZF. In the first section, we present a simple technique to build Kripke models of the intuitionistic part of TT (with short examples showing bad properties of finite sets if they are defined in the usual classical way). In the remaining sections, we show how models of intuitionistic NF 2 and NF can be obtained from well-chosen classical ones. In these models, the excluded middle will not be satisfied for some non-stratified sentences. (shrink)

The notion of superhigh computably enumerable (c.e.) degrees was first introduced by (Mohrherr in Z Math Logik Grundlag Math 32: 5–12, 1986) where she proved the existence of incomplete superhigh c.e. degrees, and high, but not superhigh, c.e. degrees. Recent research shows that the notion of superhighness is closely related to algorithmic randomness and effective measure theory. Jockusch and Mohrherr proved in (Proc Amer Math Soc 94:123–128, 1985) that the diamond lattice can be embedded into the c.e. tt-degrees preserving 0 (...) and 1 and that the two atoms can be low. In this paper, we prove that the two atoms in such embeddings can also be superhigh. (shrink)

In this article, we study an analogue of tt-reducibility for points in computable metric spaces. We characterize the notion of the metric tt-degree in the context of first-level Borel isomorphism. Then, we study this concept from the perspectives of effective topological dimension theory and of effective fractal dimension theory.

We show how to interpret Heyting's arithmetic in an intuitionistic version of TT, Russell's Simple Theory of Types. We also exhibit properties of finite sets in this theory and compare them with the corresponding properties in classical TT. Finally, we prove that arithmetic can be interpreted in intuitionistic TT, the subsystem of intuitionistic TT involving only three types. The definitions of intuitionistic TT and its finite sets and natural numbers are obtained in a straightforward way from the classical definitions. This (...) is very natural and seems to make intuitionistic TT an interesting intuitionistic set theory to study, beside intuitionistic ZF. (shrink)

Veranlasst durch die an der Katholischen Universitat Eichstatt kurzlich erfolgte Streichung des 1843 eingerichteten Lehrstuhls fur Praktische Philosophie und Geschichte der Philosophie und dessen Umwidmung in einen Lehrstuhl fur Informatik, ...

Tom 1. Lekt︠s︡ii. Vospominanii︠a︡ -- t. 2. Filosofskai︠a︡ ontologii︠a︡ -- t. 3. Filosofskai︠a︡ ontologii︠a︡ segodni︠a︡; Nauchnye statʹi.

Die Grabanlage des Monthemhet (TT 34) I: Der Weg zur Sargkammer (R 44.1 bis R 53). By Louise Gestermann, Carolina Teotino, and Mareike Wagner. Mit einem Beitrag von Farouk Gomaà und Zeichnungen von Natalie Schmidt. 4 vols. Studien zur spätägyptischen Religion, vol. 31. Wies baden: Harrassowitz Verlag, 2021. Pp. xxv + 1454, pls. €298.