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Passivity in Aesthetic Experience: Husserlian and Enactive Perspectives

Simon Høffding, Tone Roald

Journal of Aesthetics and Phenomenology January 2, 2019 DOI: 10.1080/20539320.2019.1589042 via OpenAlex

Summary

Aesthetic experience includes an unavoidable dimension of passive undergoing and surprise, as shown by interviews with museum visitors and a world-renowned string quartet. Analyzing these experiences through Husserl's concept of "passive synthesis" helps explain them, including the sense of subject–object fusion in intense aesthetic encounters. This view is contrasted with enactive aesthetics from cognitive science, which emphasizes active subjective construction and sense-making. The paper argues that the two positions are compatible.

Study at a glance

Characteristics Qualitative study Peer reviewed
Population Museum visitors and a world-renowned string quartet
Keywords Passivity Philosophy Epistemology Psychology Aesthetics
Citations 14
Key finding Aesthetic experience contains an irreducible dimension of passive undergoing and surprise, which can be explained by Husserlian passive synthesis and is compatible with enactive aesthetics.

Abstract

This paper argues that the Husserlian notion of “passive synthesis” can make a substantial contribution to the understanding of aesthetic experience. The argument is based on two empirical cases of qualitative interview material obtained from museum visitors and a world-renowned string quartet, which show that aesthetic experience contains an irreducible dimension of passive undergoing and surprise. Analyzing this material through the lens of passive syntheses helps explain these experiences, as well as the sense of subject–object fusion that occurs in some of the most intense forms of aesthetic experience. These analyses are then contrasted with a potentially contradicting take on aesthetic experience from a recent trend in cognitive science, namely enactive aesthetics, which insists on the active subjective construction and sense-making of aesthetic experience. Finally we show that the two positions are in fact compatible.

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