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  1. Structuralism in the Science of Consciousness: Editorial Introduction.Andrew Y. Lee & Sascha Benjamin Fink - manuscript
    In recent years, the science and the philosophy of consciousness has seen growing interest in structural questions about consciousness. This is the Editorial Introduction for a special volume for Philosophy and the Mind Sciences on “Structuralism in Consciousness Studies.”.
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  • Three Comments in Case of a Structural Turn in Consciousness Science.Kleiner Johannes - manuscript
    Recent activities in virtually all fields engaged in consciousness studies indicate early signs of a structural turn, where verbal descriptions or simple formalisations of conscious experiences are replaced by structural tools, most notably mathematical spaces. My goal here is to offer three comments that, in my opinion, are essential to avoid misunderstandings in these developments early on. These comments concern metaphysical premises of structuralist approaches, overlooked assumptions in regard to isomorphisms, and the question of what structure to consider on the (...)
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  • Idealist Panpsychism and Spacetime Structure.Damian Aleksiev - 2024 - Journal of the American Philosophical Association 10 (3):615-636.
    This paper presents a novel argument against one theoretically attractive form of panpsychism. I argue that “idealist panpsychism” is false since it cannot account for spacetime’s structure. Idealist panpsychists posit that fundamental reality is purely experiential. Moreover, they posit that the consciousness at the fundamental level metaphysically grounds and explains both the facts of physics and the facts of human consciousness. I argue that if idealist panpsychism is true, human consciousness and the consciousness at the fundamental level will have the (...)
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  • Modal Idealism.David Builes - forthcoming - Oxford Studies in Philosophy of Mind.
    I argue that it is metaphysically necessary that: (i) every fundamental entity is conscious, and (ii) every fundamental property is a phenomenal property.
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  • A Euthyphro Dilemma for Higher-order Theories of Consciousness.Daniel Stoljar - forthcoming - In G. Rabin (ed.), Grounding and Consciousness. Oxford University Press.
    Abstract: According to a higher-order theory of consciousness, you are in a conscious (psychological) state if and only if you are conscious of being in that state. This paper develops and discusses a Euthyphro dilemma for theories of this sort; that is, a dilemma which asks whether the state is conscious because you are conscious of being in it, or, alternatively, whether you are conscious of being in it because it is conscious. I focus on two different versions of the (...)
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  • (1 other version)What is a Mathematical Structure of Conscious Experience?Kleiner Johannes & Ludwig Tim - manuscript
    In consciousness science, several promising approaches have been developed for how to represent conscious experience in terms of mathematical spaces and structures. What is missing, however, is an explicit definition of what a 'mathematical structure of conscious experience' is. Here, we propose such a definition. This definition provides a link between the abstract formal entities of mathematics and the concreta of conscious experience; it complements recent approaches that study quality spaces, qualia spaces or phenomenal spaces; it provides a general method (...)
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  • Consciousness, Revelation, and Confusion.Luke Roelofs - 2020 - Dialectica 74 (1):61-93.
    Critics have charged constitutive panpsychism with inconsistency. Panpsychists reject physicalism for its seeming inability to explain consciousness. In making this argument, they commit themselves to the idea of "revelation": that we know, in some especially direct way, the nature of consciousness. Yet they then attribute properties to ourconsciousness---like being constituted out of trillions of simpler experiential parts---that conflict with how it seems introspectively. This seems to pose a dilemma: either revelation is false, and physicalism remains intact, or revelation is true, (...)
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