Devoir de Philosophie

Bachelard, Gaston (en anglais)

Publié le 22/02/2012

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bachelard
One indication of the originality of Bachelard's work is that he was famous for his writings both in the philosophy of science and on the poetic imagination. His work demonstrates his belief that the life of the masculine, work-day consciousness (animus), striving towards scientific objectivity through reasoning and the rectification of concepts, must be complemented by the life of a nocturnal, feminine consciousness (anima), seeking an expanded poetic subjectivity, as, in reverie, it creates the imaginary. In common with other scientist-philosophers writing in the first half of the twentieth century, Bachelard reflected on the upheavals wrought by the introduction of relativity theory and quantum mechanics. The views at which he arrived were, however, unlike those of his contemporaries; he argued that the new science required a new, non-Cartesian epistemology, one which accommodated discontinuities (epistemological breaks) in the development of science. It was only after he had established himself as one of France's leading philosophers of science, by succeeding Abel Rey in the chair of history and philosophy of science at the Sorbonne, that Bachelard began to publish works on the poetic imagination. Here his trenchantly anti-theoretical stance was provocative. He rejected the role of literary critic and criticized literary criticism, focusing instead on reading images and on the creative imagination.

bachelard

« understanding not only his own work, but also that of Althusser and the followers of Lacan .

In France, Bachelard has been criticized by postmodernists for remaining faithful to some of the methods of critical philosophy, and by Marxists for his humanism.

His works on poetics inspired many of the French New Critics (see French philosophy of science §§1-2 ). 2 The new scientific spirit To have taught science in the early part of the twentieth century is to have experienced dramatic changes in the character of physics and chemistry.

Relativity theory and quantum mechanics did not represent simple additions to, or corrections of, existing science; their acceptance entailed the disruption of the whole framework of classical physics, requiring modifications in the concepts of space, time, causality and substance.

These are the concepts which, according to Kant , are constitutive not merely of the framework of classical physics, but of our conception of the physical world.

As such they are vital to the way in which the distinction is drawn between inner and outer, subject and object.

Bachelard's epistemology is the result of absorbing the radical implications of these developments. The fact that physics has reworked the very categories which Kant took to be a priori, grounded in the nature of the rational subject, invalidates any philosophy which starts from the presumption of a fixed rational framework, whether found in formal logic, the structures of discourse or the rational subject.

Similarly, Bachelard argues, science has reworked its empirical base.

Sensory observation of given, natural objects has been replaced by the technologically mediated preparation of laboratory objects and phenomena.

The objects of scientific investigation are made, not found; they are defined via their method of preparation or technical detection.

We have passed from phenomenology to phenomeno-technique.

Modern science thus requires us to put aside any epistemology erected on the foundation of the empirically given, whether sense-data or naturally occurring phenomena. The epistemology of modern science cannot, therefore, be accommodated within a foundational epistemology, whether rationalist or empiricist; it is necessary to move to the open rationality of a non-Cartesian epistemology. As Bachelard reaches this conclusion he is led to introduce new concepts expressed in unfamiliar terminology: 'epistemological break' ('rupture' ), 'epistemological value' , 'epistemological obstacle' , 'recurrent history' and the distinction between 'lapsed' and 'sanctioned' knowledge (see Incommensurability §1 ; Kuhn, T.S.

§2-3 ). Bachelard finds the clearest examples of what he calls 'dialectical reasoning' in mathematics.

This is the reasoning characteristic of the open rationality of the new scientific spirit, which must reject the closed rationality of classical science as it moves beyond it and is aware of its own transitions.

Bachelard's sense of dialectic is very much his own, and is not to be confused either with Hegelian or Marxist dialectic.

A dialectical move, such as that from Euclidean to non-Euclidean geometry, takes one from a limited system, a framework which is closed in a certain respect, to one which is more general by being open in this respect.

A dialectical development constitutes. »

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