How can one distinguish the concept of second modernity from the concept of postmodernity? Postmodernists are interested in deconstruction without reconstruction, second modernity is about deconstruction and reconstruction. Social sciences need to construct new concepts to understand the world dynamics at the beginning of the 21st century.Modernity has not vanished, we are not post it. Radical social change has always been part of modernity. What is new is that modernity has begun to modernize its own foundations. This is what it (...) means to say modernity has become reflexive. It has become directed at itself. This causes huge new problems both in reality and in theory. There has been a pluralization of the boundaries within and between societies, between society and nature, between Us and Other, between life and death. This pluralization also changes the inherent nature of boundaries. They become not so much boundaries as a variety of attempts to draw of boundaries. Border conflicts become transformed into conflicts over the drawing of boundaries. Where postmodernism simply celebrates this multiplication of boundaries, the theory of second modernity starts with the problem this new reality poses for individual and collective decisions, and with the problem that the continued existence of such decisions poses for theory. Institutions that are capable of such conscious boundary drawing are enabled in a way that those of the first modernity were not. But this process also generates qualitatively new kinds of trouble and crises. To investigate those troubles is to unveil the emergence of the second modernity. (shrink)

The article critically analyses the gaps and the analytical potential in Jürgen Habermas’s The Structural Transformation of the Public Sphere concerning corporate discourses and debates. It is shown that Habermas only analyses the field of work in abstract terms, neglecting in particular corporate public spheres. In contrast, corporate public spheres are developed as an analytical concept, expressed by companies in the form of institutionalized co-determination, situationally granted opportunities for participation and self-willed public spheres of workers. These three fields are discussed (...) using empirical examples. It is shown that corporate public spheres are eroded by precarization and instrumentalized by management. Furthermore, digitalization is working towards a comprehensive algorithmic control of corporate public spheres by companies, but also towards new autonomous communication networks that establish proletarian public spheres, so that both refeudalization and revitalization of corporate public spheres can be observed. (shrink)

Darwin’s claim about natural selection is reconstructed as an empirical claim about a causal connection leading from the match of the physiology of an individual and its environment to leaving surviving progeny. Variations in this match, Darwin claims, cause differences in the survival of the progeny. Modern concepts of fitness focus the survival side of this chain. Therefore, the assumption that evolutionary theory wants to explain reproductive success in terms of a modern concept of fitness has given rise to the (...) so-called tautology problem. It is shown that the tautology problem reappears in the treatment of fitness proxies in today’s experimental evolutionary biology when these proxies are considered to indicate fitness only. Taking Darwin’s empirical claim seriously suggests, by contrast, that fitness proxies are first of all measures of the match between organism and environment, which I call the organism’s ‘fittedness’. At the same time, they are indeed related to reproductive success. Thus looking in both directions, at fitness and at fittedness, they are janiform. Acknowledging this situation not only allows for rejection of the tautology objection, but also for integration of Darwin’s argument into current evolutionary biology. It is suggested that this helps reframe and alleviate the dispute between the Modern Synthesis and the Extended Evolutionary Synthesis. (shrink)

Many scholars suggest that one of the main differences between Xenophon’s and Plato’s portrayals of Socrates is in their emphases on the self-control the self-knowledge respectively. The aim of the paper is to examine the role the self-knowledge plays in Xenophon’s Memorabilia. In its first part Xenophon’s conception of the self-knowledge is analysed. Then it tries to answer the question whether the self-knowledge requires any preconditions. The last part is focused on the possible obstacles precluding the self-knowledge.

This article differentiates between three different axes of conflict in world risk society. The first axis is that of ecological conflicts, which are by their very essence global. The second is global financial crises, which, in a first stage, can be individualized and nationalized. And the third, which suddenly broke upon us on September 11th, is the threat of transnational terror networks, which empowers governments and states. Two sets of implications are drawn: first, there are the political dynamics of world (...) risk society. In an age where trust and faith in God, class and progress have largely disappeared, humanity's common fear has proved the last - ambivalent - resource for making new bonds. Second, the methodological nationalism that preoccupies the sociological imagination has to be overcome and a `methodological cosmopolitism' has to be created. (shrink)

Kohlenbach, U., Effective moduli from ineffective uniqueness proofs. An unwinding of de La Vallée Poussin's proof for Chebycheff approximation, Annals of Pure and Applied Logic 64 27–94.We consider uniqueness theorems in classical analysis having the form u ε U, v1, v2 ε Vu = 0 = G→v 1 = v2), where U, V are complete separable metric spaces, Vu is compact in V and G:U x V → is a constructive function.If is proved by arithmetical means from analytical assumptions x (...) εXy ε Yx z ε Z = 0) only , then we can extract from the proof of → an effective modulus of uniqueness, which depends on u, k but not on v1,v2, i.e., u ε U, v1, v2 ε Vu, k εG, G 2-φuk→dv2-itk). Such a modulus φ can e.g. be used to give a finite algorithm which computes the zero of G on Vu with prescribed precision if it exists classically.The extraction of φ uses a proof-theoretic combination of functional interpretation and pointwise majorization. If the proof of → uses only simple instances of induction, then φ is a simple mathematical operation. (shrink)

Much recent work on natural information has focused on probabilistic theories, which construe natural information as a matter of probabilistic relations between events or states. This paper assesses three variants of probabilistic theories (due to Millikan, Shea, and Scarantino and Piccinini). I distinguish between probabilistic theories as (1) attempts to reveal why probabilistic relations are important for human and non-human animals and as (2) explications of the information concept(s) employed in the sciences. I argue that the strength of probabilistic theories (...) lies in the first project. Probability-raising can enable organisms to draw specific inferences they otherwise could not entertain and I show how exactly they help to explain the behaviour of organisms. In addition, probability-raising warrants inferences by providing incremental inductive support. (shrink)

It is well known by now that large parts of mathematical reasoning can be carried out in systems which are conservative over primitive recursive arithmetic PRA . On the other hand there are principles S of elementary analysis which are known to be equivalent to arithmetical comprehension and therefore go far beyond the strength of PRA . In this paper we determine precisely the arithmetical and computational strength of weaker function parameter-free schematic versions S− of S, thereby exhibiting different levels (...) of strength between these principles as well as a sharp borderline between fragments of analysis which are still conservative over PRA and extensions which just go beyond the strength of PRA. (shrink)

With this article we introduce a new article category in the journal, as announced in this issue's editorial--Viewpoints & Discussion. Articles under this category are intended to provide authentic and qualified opinions on topics relevant to the journal. These articles and follow-up discussions will pass through an accelerated, mainly editorial, review process. We invite readers to respond to such articles by sharing their personal thoughts and experiences, as well as to initiate new discussions. We hope these contributions will make the (...) journal a site for lively discussions on research practice. For this first "Viewpoint" we have selected a topic that should be of interest to many readers: What key research competencies will researchers and professionals need to have in the future? To introduce the topic, we look into a recent comparative study on this question that compares the situation in eight research-intensive countries. Reports on the study are available for free download, which can serve as a basis for discussion. In keeping with the idea of "Viewpoints & Discussion," no claim to offering a systematic and scholarly account of the topic is intended; the only aim is to throw a spotlight on a theme of current interest and to suggest a few pertinent conjectures and questions for discussion. (shrink)

Open peer commentary on the article “Examining the Role of Re-Presentation in Mathematical Problem Solving: An Application of Ernst von Glasersfeld’s Conceptual Analysis” by Victor V. Cifarelli & Volkan Sevim. Upshot: Cifarelli and Sevim’s analysis of Marie’s problem solving activity raises two questions for me. The first regards what Marie is reflectively abstracting: the use of the generic phrase her solution activity finesses a largely unarticulated disagreement in the mathematics education community about what the nature of actions are in Piaget’s (...) theory. The second question involves the implications that radical constructivist research in mathematics has for day-to-day mathematics instruction. (shrink)

https://www.amazon.com/Philosophical-Universes-Consciousness-Experience-Understanding/dp/1874440050/ ref=asap_bc?ie=UTF8.

Volume 20, Issue 6, June 2020, Page 68-70.

1. Opzet en ontwikkeling van een comparatief model -- 2. Culturen in het licht van een comparatief model -- 3a. Wetenschap, zen en theologie.

Der Beitrag der Mathematik zur Naturwissenschaft besteht darin, Erkenntnisse a priori von den (empirischen) Gegenständen der letzteren zu gewinnen und - unter der Voraussetzung, daß es überhaupt Empirisches gibt - , die Existenz solcher Gegenstände a priori zu sichern. Die Aufgabe der Metaphysik ist es, besondere Begriffe ( in bezug auf die körperliche Natur) zu bilden und die Prinzipien für deren mathematische Konstruktion zu entwickeln. Die so "metaphysischkonstruierten" Begriffe werden dann durch Angabe empirischer Modelle physikalisch interpretiert.

In his excellent book Natural Signs and Knowledge of God: A New Look at Theistic Arguments, C. Stephen Evans argues that what underlies the classical theistic arguments are theistic natural signs. The awareness of our own contingency underlies the cosmological argument, beneficial order underlies the teleological argument, our experience of feeling moral obligations underlies the moral argument, and the intrinsic value of human beings underlies the axiological argument. Natural signs point to an entity without forcing belief in this entity upon (...) the perceiver. Therefore, natural signs can be interpreted in different ways. Understanding the classical theistic arguments as an expression of underlying theistic natural signs explains why the reactions to the arguments have been so different. (shrink)