Euclid’s Elements inspired a number of foundationalist accounts of mathematics, which dominated the epistemology of the discipline for many centuries in the West. Yet surprisingly little has been written by recent philosophers about this conception of mathematical knowledge. The great exception is Imre Lakatos, whose characterisation of the Euclidean Programme in the philosophy of mathematics counts as one of his central contributions. In this essay, we examine Lakatos’s account of the Euclidean Programme with a critical eye, and suggest (...) an alternative picture which builds on his work, but differs in a number of important respects. (shrink)

Imre Lakatos' conception of the history of science is explicated with the purpose of replying to criticism leveled against it by Thomas Kuhn, Ian Hacking, and others. Kuhn's primary argument is that the historian's internal—external distinction is methodologically superior to Lakatos' because it is "independent" of an analysis of rationality. That distinction, however, appears to be a normative one, harboring an implicit and unarticulated appeal to rationality, despite Kuhn's claims to the contrary. Lakatos' history, by contrast, is (...) clearly the history of a normatively defined discipline; of science and not scientists and their activities. How such history can be written, the historiographic and critical tools available for its construction, and its importance as history, are considered in detail. In an afterword, the prevalence of Lakatos' treatment of history in philosophical discussion is indicated: A related approach is shown to arise in social contract theory. (shrink)

Lakatos constructed his major contribution to the philosophy of science, the methodology of scientific research programmes (MSRP), in the late sixties and early seventies in England, after he had already become estranged from the Popperian philosophy of science. In this paper, we attempt to show that the MSRP was motivated by his philosophical and political ideas from the forties and fifties in Hungary, when he was imbued with the communist ideology and was influenced by the philosophy of Georg Lukács. (...) From this point of view, the MSRP can be considered to be a special representation of Lakatos' earlier political values and practice in the field of history and philosophy of science. (shrink)

Lakatos held that science proceeds by means of competing research programme, each with its own “hard core” or paradigm. He intended this view to reconcile the competing views of Kuhn and Popper. But what Lakatos overlooked is that science needs to be construed to be one gigantic research programme with, as its “hard core”, a metaphysical thesis that asserts that the universe is such that there is an inherent unity in the laws that govern the way physical phenomena (...) occur. The conception of science that emerges from this insight succeeds in doing what Lakatos’s own view fails to do; it has fruitful implications for science itself, and solves the problem of induction. (shrink)

Lakatos's methodology, if analysed as belonging to the demarcationist-rationalist program launched by Popper gives some interesting conclusions concerning the feasibility of the project: (1) Rationalism cannot provide arguments against relativism. (2) A theory of scientific rationality cannot be defended without relying on scientific authorities. (3) A historical justification of scientific rationality does not show that the procedures that are rational according to the theory are truth-conducive.

Imre Lakatos' views on the philosophy of mathematics are important and they have often been underappreciated. The most obvious lacuna in this respect is the lack of detailed discussion and analysis of his 1976a paper and its implications for the methodology of mathematics, particularly its implications with respect to argumentation and the matter of how truths are established in mathematics. The most important themes that run through his work on the philosophy of mathematics and which culminate in the 1976a (...) paper are (1) the (quasi-)empirical character of mathematics and (2) the rejection of axiomatic deductivism as the basis of mathematical knowledge. In this paper Lakatos' later views on the quasi-empirical nature of mathematical theories and methodology are examined and specific attention is paid to what this view implies about the nature of mathematical argumentation and its relation to the empirical sciences. (shrink)

20. yüzyılın önemli bilim felsefecisi Lakatos'un, bilim felsefesinde getirmiş olduğu yeni bakış açısı ve yöntem tartışmasıyla ayrıcalıklı bir konumu bulunmaktadır. Bilimin yapısı ve işleyişinin anlaşılması için bilim tarihinin iyi bilinmesi gerektiği belirten düşünür, bilimsel bilginin bilimsel olmayandan ayırt edilmesi hususunda var olan bilimsellik ölçütlerine eleştiriler getirerek kendi sınır çizme ölçütünü belirlemiştir. Buna bağlı olarak Bilimsel Araştırma Programı aracılığıyla bilimsel rasyonalitenin nasıl geliştiği konusuna da açıklık getirmeye çalışmıştır. Onun düşünsel arka planında, bilim felsefesinde fikirleriyle önemli yer edinmiş Viyana Çevresi, Popper (...) ve Kuhn gibi düşünürler ve onların bilimsellik, rasyonalite gibi temel problemlere yönelik çeşitli çözüm önerileriyle geliştirdikleri kuramları bulunmaktadır. Viyana Çevresi'nin olgusal temelli doğrulamacılığa dayanan bilim anlayışına eleştiriler yönelterek, Popper'ın bilimsellik ölçütü olan yanlışlamacılığı "dogmatik", "metodolojik" ve "sofistike" yanlışlamacılık şeklinde analiz eden Lakatos, bu analizini Kuhn'un bilimsel devrimler ile geliştirdiği tarih tasarımı ile sentezlemeye çabalamıştır. Bu çalışmada, Lakatos'un bilimsel metodolojisi için öne sürdüğü yeni çözüm önerisi bağlamında kendinden önceki bilimsel görüşlere yönelik eleştirilerini incelemek, bilim anlayışının bilim felsefesi açısından önemini belirlemek ve bilimsel yöntem sorunu üzerine düşüncelerini irdelemek amaçlanmaktadır. (shrink)

Imre Lakatos holds a well-deserved primary place in current philosophy of science. In this essay, Leslie Allan critically examines Lakatos' theory of knowledge in two key areas. The first area of consideration is Lakatos' notion that knowledge is gained through a process of competition between rival scientific research programmes. Allan identifies and discusses four problems with Lakatos' characterization of a research programme. Next, Allan considers Lakatos' proposed test of adequacy for theories of rationality using his (...) methodology of historiographical research programmes. Allan discovers tensions within Lakatos' criteria and suggests ways of strengthening his test. (shrink)

In this paper I argue that aim-oriented empiricism (AOE), a conception of natural science that I have defended at some length elsewhere[1], is a kind of synthesis of the views of Popper, Kuhn and Lakatos, but is also an improvement over the views of all three. Whereas Popper's falsificationism protects metaphysical assumptions implicitly made by science from criticism, AOE exposes all such assumptions to sustained criticism, and furthermore focuses criticism on those assumptions most likely to need revision if science (...) is to make progress. Even though AOE is, in this way, more Popperian than Popper, it is also, in some respects, more like the views of Kuhn and Lakatos than falsificationism is. AOE is able, however, to solve problems which Kuhn's and Lakatos's views cannot solve. [Back to Top]. (shrink)

Pentru a analiza conceptele de euristica și toleranță metodologică dezvoltate de Lakatos, m-am concentrat pe secțiunea ”Falsification and the methodology of scientific research programmes”, publicată pentru prima dată ca articol în 1970 și apoi în cartea The methodology of scientific research programmes, Volume I (Lakatos 1978). Am analizat, în acest text, exemplificarea autorului pentru programul de cercetare al emisiei de lumină (în fizica cuantică timpurie) al lui Bohr. O exemplificare detaliată a conceptelor este prezentată de Lakatos în (...) secțiunea ”Newton's effect on scientific standards” din aceeași carte. De asemenea, am făcut dese referiri la cartea Proofs and Refutations (Lakatos 1976) publicată de Lakatos în 1976, în care expune viziunea sa euristică printr-o aplicare directă la evoluția matematicii, și am apelat și la articole ale altor autori pentru analiza celor două concepte în viziunea lui Lakatos. -/- Cuvinte cheie: Imre Lakatos, euristica, toleranța metodologică -/- CUPRINS -/- Abstract 1 Prezentarea generală 1.1 Falsificaţionismul dogmatic (sau naturalist) 1.2 Falsificarea metodologică 1.3 Falsificaţionismul metodologic sofisticat 2 Toleranţa metodologică 3 Euristica 3.1 Euristica negativă: "nucleul dur” al programului 3.2 Euristica pozitivă: "centura de protecţie" a programului 3.3 Bohr: un exemplu de program de cercetare 3.4 Proofs and Refutations 4 Concluzii Bibliografie -/- DOI: 10.13140/RG.2.2.35405.28649. (shrink)

We give an overview of Lakatos’ life, his philosophy of mathematics and science, as well as of this issue. Firstly, we briefly delineate Lakatos’ key contributions to philosophy: his anti-formalist philosophy of mathematics, and his methodology of scientific research programmes in the philosophy of science. Secondly, we outline the themes and structure of the masterclass Lakatos’ Undone Work – The Practical Turn and the Division of Philosophy of Mathematics and Philosophy of Science, which gave rise to this (...) special issue. Lastly, we provide a summary of the contributions to this issue. (shrink)

In this comprehensive work on theories of rationality, Leslie Allan builds on the seminal insights of Imre Lakatos. Allan begins by critically reviewing Lakatos' theory of rationality (MSRP) and his meta-theory of rationality (MHRP) and suggesting improvements to his scheme. Allan's main task is developing a theory of rationality that avoids Lakatos' Achilles' heel; the presupposition that science is a rational enterprise. To achieve this, he attempts to draw out from the general demands of an objectivist epistemology (...) the various criteria of dependence and independence applying to evidence-statements. He concludes by considering two serious objections to his framework. (shrink)

The methodology of scientific research programmes is a collection of papers published over time expressing a radical review of Popper's demarcation criterion between science and non-science, leading to a new theory of scientific rationality. Volume I address aspects of the philosophy of science, and volume II contains works on the philosophy of mathematics. For a science historian, the reconstruction proposed by Lakatos is attractive and explains the evolution of science to a level that has not been achieved before. The (...) basic evaluation unit proposed by Lakatos is the research programme, and especially the dynamics of these programmes. DOI: 10.13140/RG.2.2.31605.01767. (shrink)

La méthodologie des programmes de recherche scientifique est une collection d'articles publiés au fil du temps, exprimant une révision radicale du critère de démarcation de Popper entre science et non-science, conduisant à une nouvelle théorie de la rationalité scientifique. Le volume I aborde des aspects de la philosophie des sciences et le volume II contient des travaux sur la philosophie des mathématiques. Pour un historien des sciences, la reconstruction proposée par Lakatos est attrayante et explique l’évolution de la science (...) à un niveau jamais atteint auparavant. L'unité d'évaluation de base proposée par Lakatos est le programme de recherche. DOI: 10.13140/RG.2.2.22465.92006 . (shrink)

Proofs and Refutations este scrisă ca o serie de dialoguri socratice între un grup de elevi care dezbat demonstrația caracteristicilor Euler definite pentru poliedre. În carte sunt explicate multe idei logice importante, accentuându-se pe ideea de euristică pozitivă. Cartea include două anexe. În prima, Lakatos dă exemple ale procesului euristic în descoperirea matematică în special și în cea științifică în general. În al doilea rând, el contrastează abordările deductiviste și euristice și oferă analize euristice ale unor concepte de ”dovezi”. (...) DOI: 10.13140/RG.2.2.31059.53280. (shrink)

Dogmatic (naturalist) falsificationism accepts the falsifiability of all scientific theories without qualification but preserves an infallible empirical basis. He is strictly empiric without being inductivist: he denies the fact that certainty of the empirical basis can be conveyed to theories. Thus, dogmatic falsificationism is the weakest mark of justification. DOI: 10.13140/RG.2.2.15196.33927 .

La falsification méthodologique est une marque du conventionnalisme. Il y a une importante délimitation entre les théories de la connaissance « passives » et « actives ». « Les passivistes prétendent que la vraie connaissance est l'empreinte de la nature sur un esprit parfaitement inerte : l'activité mentale ne peut qu'engendrer des biais et des distorsions. » L'école passiviste la plus influente est l'empirisme classique. « Les activistes » affirment que nous ne pouvons pas lire le livre de la nature (...) sans activité mentale, sans l'interpréter à la lumière de nos attentes ou de nos théories. DOI: 10.13140/RG.2.2.29156.73607. (shrink)

According to the scientific "justificationist" method, knowledge consisted of proven sentences. Classical intellectuals (or "rationalists," in the narrow sense of the term) have accepted extremely varied - and powerful "proofs", through revelation, intellectual intuition, experience. These, with the help of logic, have allowed them to prove any kind of scientific statement. Classical empiricists accepted as axioms only a relatively small set of "factual propositions" that expressed "hard facts". The value of their truth has been established by experience and has been (...) the empirical basis of science. DOI: 10.13140/RG.2.2.28722.25288. (shrink)

Falsificaționismul dogmatic admite falsificabilitatea tuturor teoriilor științifice fără calificare, dar păstrează un fel de bază empirică infailibilă. Este strict empiricist fără a fi inductivist: neagă faptul că certitudinea bazei empirice poate fi transmisă teoriilor. Astfel, falsificabilitatea dogmatică este cea mai slabă marcă a justificării. Semnul distinctiv al falsificării dogmatice este recunoașterea faptului că toate teoriile sunt la fel de conjecturale. Știința nu poate dovedi nicio teorie, dar le poate respinge. Onestitatea științifică constă astfel în aceea de a specifica un experiment (...) în așa fel încât, dacă rezultatul contrazice teoria, trebuie să renunțăm la teorie. DOI: 10.13140/RG.2.2.15335.70561. (shrink)

Preuves et Réfutations est écrit comme une série de dialogues socratiques entre un groupe d'étudiants discutant de la démonstration des caractéristiques d'Euler définies pour les polyèdres. Le livre explique de nombreuses idées logiques importantes, mettant l'accent sur l'idée d'heuristique positive. Le livre comprend deux annexes. Dans le premier, Lakatos donne des exemples du processus heuristique de la découverte mathématique en particulier et du processus scientifique en général. Deuxièmement, il oppose les approches déductives et heuristiques et propose des analyses heuristiques (...) des concepts « preuves ». DOI: 10.13140/RG.2.2.20798.31042. (shrink)

Popper’s (1983, 2002) philosophy of science has enjoyed something of a renaissance in the wake of the replication crisis, offering a philosophical basis for the ensuing science reform movement. However, adherence to Popper’s approach may also be at least partly responsible for the sense of “crisis” that has developed following multiple unexpected replication failures. In this article, I contrast Popper’s approach with Lakatos’ (1978) approach and a related approach called naïve methodological falsificationism (NMF; Lakatos, 1978). The Popperian approach (...) is powerful because it is based on logical refutation, but its theories are noncausal and, therefore, lacking in scientific value. In contrast, the Lakatosian approach considers causal theories, but it concedes that these theories are not logically refutable. Finally, the NMF approach subjects Lakatosian causal theories to Popperian logical refutations. However, its approach of temporarily accepting a ceteris paribus clause during theory testing may be viewed as scientifically inappropriate, epistemically inconsistent, and “completely redundant” (Lakatos, 1978, p. 40). I conclude that the replication “crisis” makes the most sense in the context of the Popperian and NMF approaches because it is only in these two approaches that replication failures represent logical refutations of theories. In contrast, replication failures are less problematic in the Lakatosian approach because they do not logically refute theories. Indeed, in the Lakatosian approach, replication failures can be legitimately ignored or used to motivate theory development. (shrink)

Une analyse des concepts d'heuristique et de tolérance méthodologique développée par Lakatos, basée sur l'article "Falsification et méthodologie des programmes de recherche scientifique", publié pour la première fois en 1970, puis dans l'ouvrage La méthodologie des programmes de recherche scientifique, volume I. J'ai analysé dans ce texte l'exemplifiant de l'auteur pour le programme de recherche de l'émission de lumière (en physique quantique au début). Un exemple détaillé des concepts est présenté par Lakatos dans la section "Effet de Newton (...) sur les normes scientifiques" du même livre. J'ai également fait souvent référence au livre Preuves et Réfutations, publié par Lakatos en 1976, dans lequel il expose sa vision heuristique par une application directe à l'évolution des mathématiques. J'ai également fait référence à des articles d'autres auteurs pour l'analyse des deux concepts dans la vision de Lakatos. SOMMAIRE: Abstract 1 Vue d'ensemble 1.1 Le falsificationnisme dogmatique (ou naturaliste) 1.2 La falsification méthodologique 1.3 La falsification méthodologique sophistiquée 2. La tolérance méthodologique 3 L'heuristique 3.1 Heuristique négative : le « noyau dur » du programme 3.2 L'heuristique positive : la « ceinture de protection » du programme 3.3 Bohr : un exemple de programme de recherche 3.4 Preuves et Réfutations 4 Conclusions Bibliographie DOI: 10.13140/RG.2.2.30348.46729 . (shrink)

L'heuristique est un concept central de la philosophie de Lakatos. Selon Lakatos, la méthodologie ne fait plus référence à l'ensemble des règles et stratégies à adopter dans le contexte de la découverte. Seules les heuristiques le font. Mais les principes heuristiques (par opposition aux méthodologiques) ne sont pas objectifs et autonomes, ils sont sujets à changement, de même que les changements dans la science. Les séries de théories scientifiques les plus importantes dans le développement de la science se (...) caractérisent par une certaine continuité qui lie leurs membres et qui découle d'un programme de recherche établi depuis le début, constitué de règles méthodologiques. DOI: 10.13140/RG.2.2.22615.62886 . (shrink)

Tant qu'un programme de recherche en herbe peut être reconstitué de manière rationnelle en tant que problème progressif, il doit être protégé pendant un certain temps d'un rival puissant existant. Ces considérations, dans leur ensemble, soulignent l’importance de la tolérance méthodologique. Même les fameuses « expériences cruciales » n'auront aucune force pour renverser un programme de recherche. Dans le cadre d'un programme de recherche, des « expériences cruciales mineures » entre versions ultérieures sont assez courantes. DOI: 10.13140/RG.2.2.17935.53922.

Imre Lakatos and Paul Feyerabend initially both accepted Popper's philosophy of science, but then reacted against it, and developed it in different directions. Lakatos sought to reconcile Kuhn and Popper by characterizing science as a process of competing research programmes, competing fragments of Kuhn's normal science. Feyerabend emphasized the need to develop rival theories to facilitate severe empirical testing of accepted theories, but then, as a result of a disastrous mistake, came to hold that theories that are incompatible (...) with one another cannot be compared empirically. He ended up rejecting method in science. All four philosophers, Popper, Kuhn, Lakatos and Feyerabend missed the decisive defect in Popper's philosophy of science: persistent acceptance of unified theories only when endlessly many empirically more successful disunified rivals are available means that physics makes a big, highly problematic metaphysical assumption about the nature of the universe: it is such that some kind of underlying unity exists in nature. We need to adopt a new conception of science. In order to subject this implicit metaphysical conjecture to sustained critical assessment in an attempt to improve it, we need to see science as making a hierarchy of metaphysical assumptions about the knowability and comprehensibility of the universe, these assumptions becoming less substantial and more likely to be true as we ascend the hierarchy. Elements of Popper, Kuhn and Lakatos are to be found in this picture, but it also differs radically from all three. It more closely resembles Einstein's mature views about the nature of science. (shrink)

In this paper, I set out to critically review the impact of Popperian falsificationism and Lakatosian methodology of scientific research programmes [MSRP] on economic methodology and philosophy of economics. The central thesis I maintain is that neither Popper's falsificationism nor Lakatos' MSRP offers [philosophy of] economics a proper condition for the reception or rejection of economic theories.

The canonical version of the history of twentieth century philosophy of science tells us that Lakatos was Popper’s disciple, but it is rarely mentioned that Popper would have learned anything from Lakatos. The aim of this paper is to examine Lakatos’ influence on Popper’s philosophical system and to argue that Lakatos did have an important, yet somewhat unexpected, impact on Popper’s thinking: he influenced Popper’s evolutionary model for ‘progress’ in science. And Lakatos’ influence sheds new (...) light on why and how Popper continually revised one of the central claims of his philosophy of science: the evolutionary account of scientific theory change. (shrink)

Lakatos a proposé une méthodologie pour étudier l'évolution de la science par le biais de programmes de recherche, une combinaison de la falsifiabilité de Popper, des révolutions scientifiques de Kuhn et de la tolérance méthodologique de Feyerabend. Les programmes de recherche peuvent en même temps concurrencer des théories uniques, des théories uniques entre eux ou des programmes de recherche entre eux. On peut parler d'une « unité de recherche » en tant que théorie singulière ou d'un programme de recherche. (...) DOI: 10.13140/RG.2.2.31636.65925. (shrink)

Programele de cercetare permit dezvoltarea unor teorii mai complexe. Termenii pot fi aplicați atât la teorii individuale cât și la programe. În cazul în care se aplică teoriilor din cadrul unui program de cercetare, consider că acestea devin la rândul lor programe de cercetare, pe care le putem numi subprograme de cercetare. Spre deosebire de revoluțiile științifice ale lui Kuhn, Lakatos a presupus că existența simultană a mai multor programe de cercetare este norma. Știința se confruntă în prezent cu (...) o astfel de situație inedită: două teorii incompatibile, dar ambele acceptate de comunitatea științifică descriu aceeași realitate în două moduri diferite. DOI: 10.13140/RG.2.2.11153.28005. (shrink)

Euristica este un concept central al filosofiei lui Lakatos. În timp ce euristica în Proofs and Refutations a fost un set de reguli care să ghideze rezolvarea problemelor pentru omul de știință individual, The methodology of scientific research programmes nu oferă niciun sfat euristic oamenilor de știință individuali, dar oferă recomandări pentru comunitatea științifică rațională asupra modului în care ar trebui să acționeze. DOI: 10.13140/RG.2.2.31140.63369.

Research programs allow the development of more complex theories. The terms can be applied to both individual theories and programs. Unlike Kuhn's scientific revolutions, Lakatos assumed that the simultaneous existence of several research programs is the norm. Science is currently facing such an unusual situation: two incompatible theories, but both accepted by the scientific community describe the same reality in two different ways. Research programs may at one time compete with single theories, single theories between them, or research programs (...) between them. We can speak of a "research unit" as a singular theory or a research program. DOI: 10.13140/RG.2.2.31863.98729. (shrink)

[Accepted for publication in Lakatos's Undone Work: The Practical Turn and the Division of Philosophy of Mathematics and Philosophy of Science, special issue of Kriterion: Journal of Philosophy. Edited by S. Nagler, H. Pilin, and D. Sarikaya.] Lakatos’s analysis of progress and degeneration in the Methodology of Scientific Research Programmes is well-known. Less known, however, are his thoughts on degeneration in Proofs and Refutations. I propose and motivate two new criteria for degeneration based on the discussion in Proofs (...) and Refutations – superfluity and authoritarianism. I show how these criteria augment the account in Methodology of Scientific Research Programmes, providing a generalized Lakatosian account of progress and degeneration. I then apply this generalized account to a key transition point in the history of entropy – the transition to an information-theoretic interpretation of entropy – by assessing Jaynes’s 1957 paper on information theory and statistical mechanics. (shrink)

This paper explores a particularist element in the theory of method of Imre Lakatos, who appealed to the value-judgements of élite scientists in the appraisal of competing theories of method. The role played by such value-judgements is strongly reminiscent of the epistemological particularism of Roderick Chisholm. Despite the existence of a clear parallel between the particularist approaches of both authors, it is argued that Lakatos’s approach is subject to a weakness that does not affect the approach of Chisholm.

Recenzie: Imre Lakatos, The Methodology of Scientific Research Programmes, Philosophical papers, volumul I, editată de John Worrall și Gregory Currie, Cambridge University Press, 1995, ISBN 0-521-28031-1, paperback Metodologia programelor de cercetare științifică este o colecție de lucrări publicate de-a lungul timpului, în care Imre Lakatos exprimă o revizuire radicală a criteriului de demarcație al lui Popper între știință și neștiință, conducând la o teorie nouă a raționalității științifice.

Anti-exceptionalism about logic is the doctrine that logic does not require its own epistemology, for its methods are continuous with those of science. Although most recently urged by Williamson, the idea goes back at least to Lakatos, who wanted to adapt Popper's falsicationism and extend it not only to mathematics but to logic as well. But one needs to be careful here to distinguish the empirical from the a posteriori. Lakatos coined the term 'quasi-empirical' `for the counterinstances to (...) putative mathematical and logical theses. Mathematics and logic may both be a posteriori, but it does not follow that they are empirical. Indeed, as Williamson has demonstrated, what counts as empirical knowledge, and the role of experience in acquiring knowledge, are both unclear. Moreover, knowledge, even of necessary truths, is fallible. Nonetheless, logical consequence holds in virtue of the meaning of the logical terms, just as consequence in general holds in virtue of the meanings of the concepts involved; and so logic is both analytic and necessary. In this respect, it is exceptional. But its methodologyand its epistemology are the same as those of mathematics and science in being fallibilist, and counterexamples to seemingly analytic truths are as likely as those in any scientic endeavour. What is needed is a new account of the evidential basis of knowledge, one which is, perhaps surprisingly, found in Aristotle. (shrink)

Here is a dilemma concerning the history of science. Can the history of scientific thought be reduced to the history of the beliefs, motives and actions of scientists? Or should we think of the history of scientific thought as in some sense independent from the history of scientists? The aim of this paper is to carve out an intermediate position between these two. I will argue that the history of scientific thought supervenes on, but not reducible to, the history of (...) scientists. There is a legitimate level of description for analyzing the history of scientific thought that does not reduce to the individual level of scientists. Yet, every aspect of the history of scientific thought is determined by the actual motives and actions of individual scientists. Maybe surprisingly, I use Imre Lakatos’s controversial concept of the rational reconstruction of the history of science in order to argue for this intermediate position. (shrink)

The methodology of Scientific Research Programmes created by Imre Lakatos is applied to draw an outline of a programme invented to comprehend Hawking’s discovery of black-hole evaporation.

Michael Lewin geht es in seinem Buch um die Vernunft als ein wohlbegründetes und in zeitgenössischen Kontexten fortführbares Forschungsprogramm. Dabei handelt es sich um eine Theorienreihe zu vielfältigen Arten und Funktionen der Ideen, mit deren Hilfe die Vernunft das Verstehen und Wollen steuert und selbstreflexiv wird. Dazu entwickelt der Autor unter dem Stichpunkt „reflektierter Perspektivismus“ das Programm einer perspektivistischen Metaphilosophie, die den Hintergrundparametern forschungsprogrammatische Festlegungen (in Anlehnung an Imre Lakatos), Ansprüche und (Wissens-)Ziele hinter den philosophischen Positionierungen nachspürt und dadurch (...) ihre Grenzen und Möglichkeiten offenlegt. (shrink)

This paper considers objections to Popper's views on scientific method. It is argued that criticism of Popper's views, developed by Kuhn, Feyerabend, and Lakatos, are not too damaging, although they do require that Popper's views be modified somewhat. It is argued that a much more serious criticism is that Popper has failed to provide us with any reason for holding that the methodological rules he advocates give us a better hope of realizing the aims of science than any other (...) set of rules. Consequently, Popper cannot adequately explain why we should value scientific theories more than other sorts of theories ; which in turn means that Popper fails to solve adequately his fundamental problem, namely the problem of demarcation. It is suggested that in order to get around this difficulty we need to take the search for explanations as a fundamental aim of science. (shrink)

Attacks the irrationalism of Lakatos's Proofs and Refutations and defends mathematics as a "last bastion" of reason against postmodernist and deconstructionist currents.

A comprehensible model is proposed aimed at an analysis of the reasons for theory change in science. According to the model the origins of scientific revolutions lie not in a clash of fundamental theories with facts, but of “old” fundamental theories with each other, leading to contradictions that can only be eliminated in a more general theory. The model is illustrated with reference to physics in the early 20th century, the three “old” theories in this case being Maxwellian electrodynamics, statistical (...) mechanics and thermodynamics. Modern example, referring to general relativity and quantum field theory fusion, is highlighted. Key words: Popper, Kuhn, Lakatos, Feyerabend, Stepin, Bransky,Mamchur, mature theory, structure, Einstein, Lorentz, , Boltzmann, Planck, Hawking, De Witt. (shrink)

This paper describle about the discovery and development of the concept of the particle named "neutrino", using the perspective of the philosophy of science of Imre Lakatos. With this focus, we making a historiographical and epistemological analysis of scientific practice, which culminated in its formulation, as well as subsequent developments. In this sense, the work makes a rational reconstruction regarding the research program that the formulation and discovery of the neutrino participates in, as well as the principle of conservation (...) of energy that can be understood as a fundamental part of the methodological assumptions of such program. (shrink)

Transcendental philosophy was not born like Athena out of Zeus’s head, mature and in full armour from the very beginning. That is why in both prefaces to the Critique of Pure Reason (1781 and 1787) Kant introduces the concept of transcendental philosophy as an “idea.” The idea understood architectonically develops slowly and only gradually acquires a definite form. As witnessed by the works of Kant himself and of his predecessors and followers, the idea of transcendental philosophy has undergone a series (...) of changes and adjustments compared to the initial plan. In this context, my goal is not simply exegesis and historical investigation of transcendental philosophy, but also to look at it from a systematic and methodological perspective. I examine the concept of transcendental philosophy from the viewpoint of programmatic metaphilosophy. The first part discusses programmatics as a distinct subsection of metaphilosophy. I argue that Kant’s architectonic methodology and the methodology of Lakatos can be used to understand the inception, development and degradation of philosophical systems. In the second part I look at the project of transcendental philosophy and the stages of its development from the standpoint of architectonics. The third part shows that Lakatos’s methodology can provide a detailed insight into the elements of transcendental philosophy, a clear idea of its logic and identify the component parts that can be improved and developed. In spite of the different levels of detailing and epistemological prerequisites, the methodologies of Kant and Lakatos can be combined to achieve a metaphilosophically informed and progressive understanding of philosophical projects. (shrink)

Drawing on insights from Imre Lakatos' seminal work on theories of rationality, Leslie Allan develops seven criteria for rational theory choice that avoid presuming the rationality of the scientific enterprise. He shows how his axioms of rationality follow from the general demands of an objectivist epistemology. Allan concludes by considering two weighty objections to his framework.

This book is a record of my dialogues with Stephen Hawking, his graduate assistants and his nurses during a four city public lecture tour I organized for Hawking, including Portland, Eugene, Seattle, Vancouver, BC. We discussed 20th century science and philosophy of science. Since I was often the one being questioned, much of the contents reflect my PhD research at the University of London. My focus was on understanding the limits of science, as represented by quantum theory and relativity. My (...) mentors had been Paul Feyerabend and Imre Lakatos, and I was strongly influenced by Karl Popper and Thomas Kuhn. In one in depth presentation to Hawking I suggested that Newtonian space-time and Maxwellian space-time were complementary, were defined by complementary symmetry principles. I had opportunity to present the same arguments to Kip Thorne and Freeman Dyson. Hawking simply remarked that I 'may be right'. Thorne confirmed that practitioners of General Relativity use both depending on the problem at hand. Dyson was emphatic – "Yes. Definitely. Absolutely.". (shrink)

This article explores some open questions related to the problem of verification of theories in the context of empirical sciences by contrasting three epistemological frameworks. Each of these epistemological frameworks is based on a corresponding central metaphor, namely: (a) Neo-empiricism and the gambling metaphor; (b) Popperian falsificationism and the scientific tribunal metaphor; (c) Cognitive constructivism and the object as eigen-solution metaphor. Each of one of these epistemological frameworks has also historically co-evolved with a certain statistical theory and method for testing (...) scientific hypotheses, respectively: (a) Decision theoretic Bayesian statistics and Bayes factors; (b) Frequentist statistics and p-values; (c) Constructive Bayesian statistics and e-values. This article examines with special care the Zero Probability Paradox (ZPP), related to the verification of sharp or precise hypotheses. Finally, this article makes some remarks on Lakatos’ view of mathematics as a quasi-empirical science. (shrink)

This article argues, against contemporary experimentalist criticism, that conceptual analysis has epistemic value, with a structure that encourages the development of interesting hypotheses which are of the right form to be valuable in diverse areas of philosophy. The article shows, by analysis of the Gettier programme, that conceptual analysis shares the proofs and refutations form Lakatos identified in mathematics. Upon discovery of a counterexample, this structure aids the search for a replacement hypothesis. The search is guided by heuristics. The (...) heuristics of conceptual analysis are similar to those in other interesting areas of scholarship, and so hypotheses generated by it are of the right form to be applicable to diverse areas. The article shows that the explanationist criterion in epistemology was developed and applied in this way. The epistemic value of conceptual analysis is oblique because it contributes not towards the main purpose of conceptual analysis but towards the reliable development of epistemically valuable hypotheses in philosophy and scholarship. (shrink)

The paper traces the sequence of events which brought Popperian philosophy (including Lakatos) to its position on the issues of excess content, novelty and scientific progress. The general approach is to analyze Popper's and Lakatos's positions on these issues as an appropriate response to a particular philosophical problem situation in which they found themselves. The paper closes with a discussion of how these issues relate to economics and economic methodology.