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윤주한 중앙대학교 인문콘텐츠연구소 2023 인공지능인문학연구 Vol.14 No.-
본고는 ‘인공지능 예술을 의도주의적으로 해석할 수 있는가(Intentionalist Question regarding AI Art, IQA)’라는 질문에 관해 의도주의자가 어떻게 답변할 수 있을지를 검토하는 것을 주요한 목적으로 삼는다. 의도주의는 예술작품의 의미가예술가의 의도에 의해 결정된다고 보는 비평철학의 한 입장이다. 나는 의도주의가 IQA에 궁극적으로 답변하고자 한다면, 그리고 IQA의 도전에 맞서 의도주의를 옹호하고자 한다면 ‘인공지능 그 자체’가 예술적 의도를 가질 수 있다는 것을받아들이고, 이를 바탕으로 인공지능 예술의 해석에 관한 보다 발전된 설명을 제시할 수 있어야만 한다고 주장한다. IQA를 탐구하는 것은 비평철학에서 오랫동안 논의되어 온, 작가의 의도와 작품의 해석 사이의 관계를 새로운 관점으로 바라볼 수 있는 계기가 될 수 있을 뿐만 아니라, 인공지능이 예술적 창조를 할 수있는지와 같은 인공지능 철학의 근본 질문들을 탐색하기 위한 실마리가 될 수있다. The primary objective of this study is to examine the manner in which intentionalism can provide answers to the question of whether intentionalist interpretation can be applied to the interpretation of artificial intelligence (AI) art (intentionalist question regarding AI art, IQA). Intentionalism is a thesis within the philosophy of criticism that asserts that the meaning of an artwork is determined by an artistʼs intention. I argue that, for intentionalism to ultimately respond to IQA and advocate for intentionalism in the face of its challenges, intentionalists must accept that “AI itself” can possess artistic intentions and should be able to present a more advanced explanation for the interpretation of AI art. Exploring IQA can serve not only as a bottom-up approach to investigate fundamental questions in the philosophy of AI but also as a new impetus within the longstanding debate of intentionalism versus anti-intentionalism in the philosophy of criticism.
윤주한,이다민 한국미학회 2022 美學 Vol.88 No.4
The question we address here is whether computer games can be a legitimate subject of philosophical studies, and if they can be, how philosophy can approach them properly. Today, computer games are one of the media enjoying unprecedented popularity. In such a situation, there have been enthusiastic disputes over whether computer games are art, or what sort of value game experience can have, and so on. While they are essentially philosophical questions, computer games are still a marginal subject in philosophy. To show that computer games are a legitimate subject of philosophical inquiry, and to explicate how such inquiries could be conducted properly, we will map the landscapes of the philosophy of computer games in terms of four issues following: the nature and definition of computer games, the relationship between computer games and art, the relationship between computer games and representationality, and the value of the computer games. This, eventually, will help us understand that computer games can not only be an interesting philosophical subject but also game changers for several important philosophical debates. On the other hand, we also want to provide an accessible guide playing a role in quelling unnecessary speculation and misunderstanding that is prevalent among the public.
The H_1-Stieltjes integral of Banach-valued functions
윤주한,박재명,이덕호 충청수학회 2008 충청수학회지 Vol.21 No.1
In this paper, we define the H₁-Stieltjes integral of Banach-valued functions which is a generalization of real-valued H₁- Stieltjes integral and investigate some properties of H₁- Stieltjes integral. Also we show that if [수식] be a function with [수식], then $ f \in H₁ LS[수식] if and only if $ f \in H₁[수식]
THE INTEGRATION BY PARTS FOR THE AP-HENSTOCK INTEGRAL
윤주한 충청수학회 2020 충청수학회지 Vol.33 No.1
In this paper we introduce the concept of the AP-Henstock integral and prove the integration by parts formula for the AP-Henstock integral.
On convergence theorems of the AP-Henstock-Stieltjes integral for fuzzy number-valued functions
윤주한 충청수학회 2018 충청수학회지 Vol.31 No.3
In this paper we introduce the concept of equi-integrability of sequence of the fuzzy number-valued AP-Henstock-Stieltjes integrable functions. Under this concept, we prove two convergence theorems for sequences of the fuzzy number-valued AP-Henstock-Stieltjes integrable functions.
On AP-Henstock-Stieltjes integral for fuzzy-number-valued functions
윤주한 충청수학회 2018 충청수학회지 Vol.31 No.1
In this paper we introduce the AP-Henstock-Stieltjes integral for fuzzy-number-valued functions which is an extension of the Henstock-Stieltjes integral and investigate some properties.