Worlds Without Content: Against FormalismFor the Enlightenment, science represented an ideal of rational argument, behaviour and community against which could be judged the arbitrary power and authority of other spheres of human practice. This Enlightenment ideal runs through much liberal and socialist theory. However, the Enlightenment picture of science has appeared to many to be increasingly uncompelling. What explains the apparent decline of the Enlightenment vision? This book explores one neglected answer originally proposed by Husserl, that its decline is rooted in formalism, in the view that all there is to theoretical science is the construction and mastery of formal systems. O'Neill demonstrates formalist accounts of mathematics and natural science to be inadequate, and then considers and rejects Husserl's views on the origin of the formalization of the sciences. The book concludes by arguing that the rise of a formalist view of the sciences is founded in the professionalization of modern science, and discusses the significance of this professionalization for the fate of the Enlightenment view of science. Worlds Without Content: Against Formalism tackles an important set of issues which have been neglected in recent philosophy of science, and in so doing highlights themes in Husserl's later works which have been ignored by most commentators. It will be of particular interest for philosophers of mathematics, science and social theory, and for historians of mathematics and philosophy. |
Wat mensen zeggen - Een review schrijven
We hebben geen reviews gevonden op de gebruikelijke plaatsen.
Inhoudsopgave
THE TECHNIZATION | 11 |
The formalist philosophy | 25 |
THE FORMALIST ACCOUNT OF MATHEMATICS | 36 |
Copyright | |
7 andere gedeelten niet getoond
Veelvoorkomende woorden en zinsdelen
algebra allows analysis applicability argue argument arithmetic assuming assumption attempt axioms basis central century changes chapter claim classical complex numbers concepts concerning consequence considered consistent critical defined definition Diophantus direction discipline discussion domain Enlightenment equations examination example existence Figure formal systems formalist further geometrical give given Greek Hamilton hence Hilbert Husserl ibid ideal imaginaries important interpretation introduced intuition kind Klein knowledge later life-world logistic mathematics meaning measurement methods nature noted notion objects operations origin particular philosophy physics Plato position possible practical presented principles problem propositions purely quantities quantum quaternion question rationality realist reasoning reference rejected relation rules scientific sense solution solving species suggests symbolic taken takes theoretical theory tion traditional transformation true understanding units universal vector Vieta