Conjunctive Theory
Mental Imagery in the Arts and Sciences
Seiten
2024
Cognella, Inc (Verlag)
979-8-8233-0083-4 (ISBN)
Cognella, Inc (Verlag)
979-8-8233-0083-4 (ISBN)
Examining the interplay between being and doing, the text delves into beauty in nature, mathematics, and art via a fusion of perceptual and imaginative states. It reveals how ontic and modal beauty merge into a unique synthesis, fostering a transformative, shared view of art.
Conjunctive Theory: Mental Imagery in the Arts and Sciences delves deeply into the enduring philosophical questions surrounding the nature of beauty and its relation to art. It introduces students to the concepts of ontic beauty (the beauty of being) and modal beauty (the beauty of doing) to help them better understand the unique aspects of beauty encountered in sunsets, mathematical proofs, or artworks. The book posits that the experience of beauty is a unique, never-repeating synthesis of these two forms. In Part I, the Conjunctive Theory combines two types of brain states to unify mental images involved in perception, imagination, memory, and dreams, and introduces the Conjunctive Principle. It helps readers understand the foundational perceptual responses essential for discussing beauty and contends that beauty is not just perceived but understood through a dynamic interplay of mental processes. Part II applies these concepts to art, exploring how ontic and modal beauty emerge and how they are enjoyed. The book culminates in a novel theory of art as a shared experience of modal beauty and proposes a method for a measure of art using the role of modal beauty. Offering students a rigorous and comprehensive exploration of beauty and art, Conjunctive Theory is ideal for upper-division and graduate courses in the philosophy of art and the psychology of mental imagery.
Conjunctive Theory: Mental Imagery in the Arts and Sciences delves deeply into the enduring philosophical questions surrounding the nature of beauty and its relation to art. It introduces students to the concepts of ontic beauty (the beauty of being) and modal beauty (the beauty of doing) to help them better understand the unique aspects of beauty encountered in sunsets, mathematical proofs, or artworks. The book posits that the experience of beauty is a unique, never-repeating synthesis of these two forms. In Part I, the Conjunctive Theory combines two types of brain states to unify mental images involved in perception, imagination, memory, and dreams, and introduces the Conjunctive Principle. It helps readers understand the foundational perceptual responses essential for discussing beauty and contends that beauty is not just perceived but understood through a dynamic interplay of mental processes. Part II applies these concepts to art, exploring how ontic and modal beauty emerge and how they are enjoyed. The book culminates in a novel theory of art as a shared experience of modal beauty and proposes a method for a measure of art using the role of modal beauty. Offering students a rigorous and comprehensive exploration of beauty and art, Conjunctive Theory is ideal for upper-division and graduate courses in the philosophy of art and the psychology of mental imagery.
Mohsen Janatpour has been a professor of math, physics, and astronomy at the College of San Mateo since 1979 and the coordinator of the Astronomy Program since 1992. His research specialties include the special and general theory of relativity and cosmology. He holds two M.S. degrees in mathematics and physics from San Jose State University. For the last 30 years, as an artist and philosopher, his research and lectures have focused on the nature of human mental imagery and aesthetic judgment.
| Erscheinungsdatum | 22.08.2024 |
|---|---|
| Verlagsort | San Diego |
| Sprache | englisch |
| Maße | 152 x 229 mm |
| Themenwelt | Kunst / Musik / Theater ► Allgemeines / Lexika |
| Geisteswissenschaften ► Philosophie | |
| Geisteswissenschaften ► Psychologie | |
| ISBN-13 | 979-8-8233-0083-4 / 9798823300834 |
| Zustand | Neuware |
| Informationen gemäß Produktsicherheitsverordnung (GPSR) | |
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