This paper discusses the significance for the philosophy of perception and aesthetics of certain productions of the ‘offline brain’. These are experienced in hypnagogic and other trance states, and in disease- or drug-induced hallucination. They bear a similarity to other visual patterns in nature, and reappear in human artistry, especially of the craft type. The reasons behind these resonances are explored, along with the question why we are disposed to find geometrical complexity and ‘supercolouration’ beautiful. The paper concludes with a (...) plea on behalf of neuroaesthetics, but with a caution or two. (shrink)

In 1764, Kant published his Observations on the Feeling of the Beautiful and the Sublime and in 1790 his influential third Critique , the Critique of the Power of Judgment . The latter contains two parts, the 'Critique of the Aesthetic Power of Judgment' and the 'Critique of the Teleological Power of Judgment'. They reveal a new principle, namely the a priori principle of purposiveness ( Zweckmäßigkeit ) of our power of judgment, and thereby offer new a priori grounds for (...) beauty and biology within the framework of Kant's transcendental philosophy. They also unite the previous two Critiques , the Critique of Pure Reason and the Critique of Practical Reason . Besides contributing to general and systematic aspects within his transcendental philosophy, Kant's aesthetics also offers new insights into old problems. It deals with feeling versus experience, subjectivity versus objectivity, disinterested pleasure, aesthetic universality, free and adherent beauty, the sensus communis , genius, aesthetic ideas, beauty as the symbol of morality, beauty of nature versus beauty of art, the sublime, and the supersensible. In this article I will limit myself to this critical aesthetics of Kant. But I will also discuss the ugly and the possibility of beauty in mathematics and see whether Kant's theory can successfully explain or deal with them. I will also compare his theory with philosophical ideas from a very different tradition, namely from Confucius, not only as a challenge to Kant's theory, but also because there is a growing interest from the Chinese side in combining ideas from Confucius and Kant, an interest that might well become influential in both East and West during the 21st century. (shrink)

In 1764, Kant published his Observations on the Feeling of the Beautiful and the Sublime and in 1790 his influential third Critique, the Critique of the Power of Judgment. The latter contains two parts, the ‘Critique of the Aesthetic Power of Judgment’ and the ‘Critique of the Teleological Power of Judgment’. They reveal a new principle, namely the a priori principle of purposiveness (Zweckmäßigkeit) of our power of judgment, and thereby offer new a priori grounds for beauty and biology within (...) the framework of Kant's transcendental philosophy. They also unite the previous two Critiques, the Critique of Pure Reason and the Critique of Practical Reason. Besides contributing to general and systematic aspects within his transcendental philosophy, Kant's aesthetics also offers new insights into old problems. It deals with feeling versus experience, subjectivity versus objectivity, disinterested pleasure, aesthetic universality, free and adherent beauty, the sensus communis, genius, aesthetic ideas, beauty as the symbol of morality, beauty of nature versus beauty of art, the sublime, and the supersensible. In this article I will limit myself to this critical aesthetics of Kant. But I will also discuss the ugly and the possibility of beauty in mathematics and see whether Kant's theory can successfully explain or deal with them. I will also compare his theory with philosophical ideas from a very different tradition, namely from Confucius, not only as a challenge to Kant's theory, but also because there is a growing interest from the Chinese side in combining ideas from Confucius and Kant, an interest that might well become influential in both East and West during the 21st century. (shrink)

One typically thinks of the relevance of Kant’s aesthetic theory to Western art in terms of Modernism, thanks in large part to the work of eminent critic and art historian Clement Greenberg. Yet, thinking of Kant’s legacy for contemporary art as inhering exclusively in “Kantian formalism” obscures a great deal of Kant’s aesthetic theory. In his last book, Arthur Danto suggested just this point, urging us to enlarge our appreciation of Kant’s aesthetic theory and its relevance to contemporary art, because, (...) for Danto, “Kant had two conceptions of art.” In this essay, I support and build on Danto’s claim that there are really two conceptions of art at work in Kant’s third Critique, and that the second conception offers a non-Modernist/formalist way that Kant’s aesthetic theory remains relevant to post 1960s art. My ultimate aim is to highlight another facet in the continuing relevance of Kant’s aesthetic theory to post-Expressionist contemporary art, namely, the explicit attention to the differential aesthetic values of nature and art respectively. I shall do this by putting it in dialogue with the art practice of Latvian-American artist, Vija Celmins whose illustrious career since 1960s has made her an ‘artist’s artist’ but who has also recently garnered much wider attention with a retrospective titled “To Fix the Image in Memory.” Celmins takes up artistically a problematic that is quite central philosophically to the concerns of the third Critique, and thus her work illustrates another way in which Kant’s aesthetic theory is of great continuing relevance to the artworld today. (shrink)

Based on his previous elaborations on semiotic fitting, Kalevi Kull develops a relations-focused theory of beauty in the organic world. I will point to further strands of thought in the Western history of ideas that have introduced the convergence of the aesthetic and organic. The reflections of Immanuel Kant and the early romantics are foundational for these parallels, although not necessarily in concordance with the biocentric and biosemiotic stance of Kull. This comment also raises some questions related to the compatibility (...) of some arguments with the authors who are mentioned as inspirational sources of the theory. In the end, additional authors are suggested as potential associates of biosemiotic aesthetics, authors who might help to broaden the scope of aesthetic phenomena covered by the theory. (shrink)

This paper argues that Kant presents two different accounts of beauty, one that applies properly to art and one that applies properly to nature. The judgment of beauty that applies properly to nature can be free and thus judged without concepts. The work of art, however, is judged beautiful when it expresses aesthetic ideas. This distinction then enables me to explain several problematic passages in Kant's text: those that serve to distinguish these two conceptions of beauty from one another as (...) well as those passages in which Kant views them as overlapping. With respect to the latter, I argue that Kant lays especial significance on cases where we apply the conception of artistic beauty to natural objects, as in doing so we view nature as expressing ideas that step beyond nature. (shrink)

Can aesthetic judgements legitimately be linked to the success of scientific theories? I suggest that a satisfactory answer to this question should account for the persistent attraction that aesthetic considerations seem to have for scientists, while also explaining the apparent instability of the link between the beauty of a theory and its truth. I argue that two widespread tendencies in the literature, Pythagorean and subjectivist approaches, have difficulties meeting this twofold challenge. I propose a Kantian conception of aesthetic judgements as (...) second‐order considerations, related to our own intellectual capacities for making sense of the world, and argue that it fares better. (shrink)

It is a common thought that mathematics can be not only true but also beautiful, and many of the greatest mathematicians have attached central importance to the aesthetic merit of their theorems, proofs and theories. But how, exactly, should we conceive of the character of beauty in mathematics? In this paper I suggest that Kant's philosophy provides the resources for a compelling answer to this question. Focusing on §62 of the ‘Critique of Aesthetic Judgment’, I argue against the common view (...) that Kant's aesthetics leaves no room for beauty in mathematics. More specifically, I show that on the Kantian account beauty in mathematics is a non-conceptual response felt in light of our own creative activities involved in the process of mathematical reasoning. The Kantian proposal I thus develop provides a promising alternative to Platonist accounts of beauty widespread among mathematicians. While on the Platonist conception the experience of mathematical beauty consists in an intellectual insight into the fundamental structures of the universe, according to the Kantian proposal the experience of beauty in mathematics is grounded in our felt awareness of the imaginative processes that lead to mathematical knowledge. The Kantian account I develop thus offers to elucidate the connection between aesthetic reflection, creative imagination and mathematical cognition. (shrink)

A comprehensive and practical study tool, introducing Kant's thought and key works and exploring his continuing influence.