This volume contains the English translation of Felix Kaufmann's (1895-1945) main work Methodenlehre der Sozialwissenschaften (1936). In this book, Kaufmann develops a general theory of knowledge of the social sciences in his role as a cross-border commuter between Husserl's phenomenology, Kelsen's pure theory of law and the logical positivism of the Vienna Circle. This multilayered inquiry connects the value-oriented reflections of a general philosophy of science with the specificity of the methods and theories of the social sciences, as opposed to (...) abstract natural science and psychology. The core focus of the study is the attempt to elucidate how and under what conditions scientific knowledge about social facts, empirically justified and theoretically embedded, can be obtained. The empirical basis of knowledge within the social sciences forms a phenomenological concept of experience. According to Kaufmann, this concept of experience exhibits a complex structure. Within the meaning-interpretation of human action as the core of knowledge in the social sciences, this structure reaches out across the isolated act of verification toward the synthesis of external and internal experiences. The book opens with a detailed and useful introduction by Ingeborg K. Helling, which introduces the historical and theoretical background of Kaufmann's study and specifically illuminates his relation to Alfred Schütz and John Dewey. Finally, it contains interviews with and letters to members of his family, colleagues and students. (shrink)

The starting point of my study is Kant’s remark to the effect that Garve in his treatise on the connection between morality and politics presents arguments in defence of unjust principles. Recognition of these principles is, according to Kant, an inadvisable concession to those who are inclined to abuse it. I interpret this judgement by making a detailed comparison of the texts of the two treatises. I demonstrate that Garve’s work is an eclectic attempt to combine in one concept the (...) lessons of historical experience with the ideas drawn from British empiricism and German rationalism. These ideas were criticised by Kant in his “critical” period. There is a consensus among researchers that Garve condoned the expansionist policy of Frederick II of Prussia, totally denied that legality in international relations was possible and in general deserved the reputation of an conservative. From that point of view the key values for Garve were the security and well-being of the state. I offer an alternative interpretation of Garve’s position because I believe that the value of political stability plays an important role in it. Such an interpretation makes it possible to treat Garve’s narrative as it was assessed by Kant, i.e. as a concession to the common principles of political practice as a result of a failure to find the guiding theory. My study has established that the role of Garve’s work in the writing of Kant’s treatise Toward Perpetual Peace was more significant than Kant’s own words suggest. Besides, I show that it was under Garve’s influence that Kant turned to the problem of excessive complexity of the principles involved in the search for concrete political decisions. Garve obviously laments this complexity and yet makes these principles still more complex. Kant offers a simpler solution of the problem on the basis of his theory of morals and right. (shrink)

v. 1. Indii︠a︡ -- v. 2. Blizhniĭ i Sredniĭ Vostok -- v. 3. Kitaĭ.

We argue that i-frame interventions can and do increase support for systemic reforms, and s-frame interventions should be pursued in parallel to address key societal issues. Without accompanying i-frame interventions, s-frame interventions can fail. We offer an operant conditioning framework to generate positive spillover effects. Behavioral scientists should develop i-frame interventions that enhance, rather than compete with, s-frame interventions.

C.H. Waddington is today remembered chiefly as a Drosophila developmental geneticist who developed the concepts of “canalization” and “the epigenetic landscape.” In his lifetime, however, he was widely perceived primarily as a critic of Neo-Darwinian evolutionary theory. His criticisms of Neo-Darwinian evolutionary theory were focused on what he saw as unrealistic, “atomistic” models of both gene selection and trait evolution. In particular, he felt that the Neo-Darwinians badly neglected the phenomenon of extensive gene interactions and that the “randomness” of mutational (...) effects, posited in the theory, was a false postulate. This last criticism dealt with the phenomenon known today as “developmental constraints.” Although population genetics itself has evolved considerably from its form at mid-20th century, much of Waddington’s critique, it is argued here, retains cogency. Yet, he did not attempt to develop a full-fledged alternative theory himself. Perhaps most surprisingly, in retrospect, is that he did not try to marry his work on gene interactions in development with his evolutionary interests, to create a theory of “genetic networks” and their evolution. Whether evolutionary genetics today will incorporate “network thinking” as a central element or whether there will be a general retreat to the more atomistic approach offered by genomics, remains an open question. (shrink)

Is there any link between the doctrine of logical fatalism and prime numbers? What do logic and prime numbers have in common? The book adopts truth-functional approach to examine functional properties of finite-valued Łukasiewicz logics Łn+1. Prime numbers are defined in algebraic-logical terms and represented as rooted trees. The author designs an algorithm which for every prime number n constructs a rooted tree where nodes are natural numbers and n is a root. Finite-valued logics Kn+1 are specified that they have (...) tautologies if and only if n is a prime number. It is discovered that Kn+1 have the same functional properties as Łn+1 whenever n is a prime number. Thus, Kn+1 are 'logics' of prime numbers. Amazingly, combination of logics of prime numbers led to uncovering a law of generation of classes of prime numbers. Along with characterization of prime numbers author also gives characterization, in terms of Łukasiewicz logical matrices, of powers of primes, odd numbers, and even numbers. (shrink)