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Pearce’s Answer to Did Immanuel Kant Say That Reality as We Perceive It Is Not the Ultimate Reality? - Quora,” n.d.) that tracks fitness-relevant features of our environment. Our sensory apparatus merely selects which specific world-simulation our brain instantiates. In turn, our world-simulations causally covaries with the input our senses receive and the motor responses it elicits. Furthermore, evolutionary selection pressures, in some cases, work against accurate representations of one’s environment (so long as these are not fitness-enhancing(Amanda Gefter 2016)). Hence, we could say that our perception of the world is an adaptive illusion more than an accurate depiction of our surroundings. A great expositor of this view is Steve Lehar. We recommend his book about how psychonautical experience make clear the fact that we inhabit (and in some sense are) a world-simulation created by our brain. Below you can find some pictures from his “Cartoon Epistemology“, which narrates a dialogue between a direct and an indirect realist about perception: We are living in a scale model, and the scale of the model shrinks progressively with depth, just like a museum diorama, or a theatre set. And at the back plane the scale shrinks to zero, at least in the

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text:
depth dimension, where everything beyond a certain distance appears flat, as if painted on the dome of the sky. But it only looks that way. Its an illusion. We know that the world isn’t really warped like that. So whether it is by coherent oscillations, standing waves, or some kind of Fourier code, somehow the tissue of the brain must be capable of generating three-dimensional moving images as rich and complex as this image of me that you see here. Now of course the volumetric image may be warped and distorted in the brain. …while still being a volumetric representation. But as long as its connectivity, or functional architecture, is similarly warped and distorted, the warped image encodes the same volumetric information as its undistorted counterpart. And apparently the volumetric image can even be fragmented into separate modules specialized for processing color, motion, binocular disparity, etc., while still producing a coherent, unified experience. But whatever else we know about the visual representation, one thing is plainly obvious by inspection, that the representational strategy used in the brain is an analogical one. In other words objects and surfaces are represented in perception not by an abstract symbolic code, nor by the

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text:
activation of individual cells, or cell assemblies. Instead, objects are represented in the brain by constructing full spatial effigies of them that appear to us for all the world like the objects themselves. Vision is televisual. It lets us see the remote external world through the medium of an internal replica of it. No, the little man at the center of our world of experience is not the observer of the internal scene. It is merely an object, made of the same substance as is the rest of the perceived scene, because that scene would be incomplete without a replica of our own body in the world. But the perceptual homunculus is more than a mere replica of the physical body. It is a computational mechanism constructed by the brain to help it control the body. Steve Lehar also points out that the very geometry of our world-simulation is that of a diorama. We evolved to believe that we can experience the world directly, and the geometry of our world-simulation is very well crafted to keep us under the influence of a sort of spell to makes us believe we are the little person watching the diorama. This world-simulation has

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text:
a geometry that is capable of representing both nearby regions and far-away objects (and even points-at-infinity), and it represents the subject of experience with a self-model at its projective center. We think that an account of how we experience time is possible under the assumption that experiential time is a structural feature of this world-simulation. In turn, we would argue that implicit direct realism about perception irrevocably confuses physical time and phenomenal time. For if one assumes that one somehow directly perceives the physical world, doesn’t that mean that one also perceives time? But in this case, what to make of exotic time experiences? With indirect realism we realize that we inhabit an inner world-simulation that causally co-varies with features of the environment and hence resolve to find the experience of time within the confines of one’s own skull. Discrete Moments of Experience A second key assumptions is that experiences are ontologically unitary rather than merely functionally unitary. The philosophy of mind involved in this key assumption is unfortunately rather complex and easy to misunderstand, but we can at least say the following. Intuitively, as long as one is awake and alert, it feels like one’s so-called “stream of consciousness”

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text:
is an uninterrupted and continuous experience. Indeed, at the limit, some philosophers have even argued that one is a different person each day; subjects of experience are, as it were, delimited by periods of unconsciousness. We instead postulate that the continuity of experience from one moment to the next is an illusion caused be the way experience is constructed. In reality, our brains generate countless “moments of experience” every second, each with its own internal representation of the passage of time and the illusion of a continuous diachronic self.(Gallois 2016) Contrast this discretized view of experience with deflationary accounts of consciousness (which insist that there is no objective boundary that delimits a given moment of experience) and functionallist accounts(Emilsson 2017e) of consciousness (which would postulate that experience is smeared across time over the span of hundreds of milliseconds). The precise physical underpinnings of a moment of experience have yet to be discovered, but if monistic physicalism(Stoljar 2021) is to survive, it is likely that the (physical) temporal extension that a single moment of experience spans is incredibly thin (possibly no more than 10-13 seconds). In this article we make no assumptions about the actual physical temporal extension of a moment

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text:
of experience. All we need to say is that it is “short” (most likely under a millisecond). It is worth noting that the existence of discrete moments of experience supports an Empty Individualist(Emilsson 2015) account of personal identity. That is, a person’s brain works as an experience machine that generates many conscious events every second, each with its own distinct coordinates in physical space-time and unique identity. We would also argue that this ontology may be compatible with Open Individualism, but the argument for this shall be left to a future article. Qualia Formalism This third key assumption states that the quality of all experiences can be modeled mathematically. More precisely, for any given moment of experience, there exists a mathematical object whose mathematical features are isomorphic the the features of the experience. At the Qualia Research Institute we take this view and run with it to see where it takes us. Which mathematical object can fully account for the myriad structural relationships between experiences is currently unknown. Yet, we think that we do not need to find the One True Mathematical Object in order to make progress in formalizing the structure of subjective experience. In this article we will

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text:
simply invoke the mathematical object of directed graphs in order to encode the structure of local binding of a given experience. But first, what is “local binding?” I will borrow David Pearce’s explanation of the terms involved: The “binding problem,” also called the “combination problem,” refers to the mystery of how the micro-experiences mediated by supposedly discrete and distributed neuronal edge-detectors, motion-detectors, shape-detectors, colour-detectors, etc., can be “bound” into unitary experiential objects (“local” binding) apprehended by a unitary experiential self (“global” binding). Neuroelectrode studies using awake, verbally competent human subjects confirm that neuronal micro-experiences exist. Classical neuroscience cannot explain how they could ever be phenomenally bound. As normally posed, the binding problem assumes rather than derives the emergence of classicality. – Non-Materialist Physicalism by David Pearce In other words, “local binding” refers to the way in which the features of our experience seem to be connected and interwoven into complex phenomenal objects. We do not see a chair as merely a disparate set of colors, edges, textures, etc. Rather, we see it as an integrated whole with fine compositional structure. Its colors are “bound” to its edges which are “bound” to its immediate surrounding space and so forth. A simple

embedding:
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text:
toy model for the structure of an experience can be made by saying that there are “simple qualia” such as color and edges, and “complex qualia” formed by the binding of simple qualia. In turn, we can represent an experience as a graph where each node is a simple quale and each edge is a local binding connection. The resulting globally connected graph corresponds to the “globally bound” experience. Each “moment of experience” is, thus, coarsely at any rate, a network. While this toy model is almost certainly incomplete (indeed some features of experience may require much more sophisticated mathematical objects to be represented properly), it is fair to say that the rough outline of our experience can be represented with a network-like skeleton encoding the local binding connections. More so, as we will see, this model will suffice to account for many of the surprising features of phenomenal time (and its exotic variants). Each layer is connected itself in a geometric way, and connected to the previous and next layer with directed edges. Example Local Binding Networks Timeless Causality While both physical and phenomenal time pose profound philosophical conundrums, it is important to denote that science has made a

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text:
lot of progress providing formal accounts of physical time. Confusingly, even Einstein’s theory of general relativity is time-symmetric, meaning that the universe would behave the same whether time was moving forwards or backwards. Hence relativity does not provide, on its own, a direction to time. What does provide a direction to time are properties like the entropy gradient (i.e. the direction along which disorder is globally increasing) and, the focus of this article, causality as encoded in the network of statistical conditional independence. This is a mouthful, let us tackle it in more detail. In Timeless Causality(“Timeless Causality - LessWrong,” n.d.) Yudkowsky argues one can tell the direction of causality, (and hence of the arrow of time) by examining how conditioning on events inform us about other events. We recommend reading the linked article for details (and for a formal account read SEP’s entry on the matter(Hitchcock 2020)). (source) In the image above we have a schematic representation of two measurables (1 & 2) at several times (L, M, and R). The core idea is that we can determine the flow of causality by examining the patterns of statistical conditional independence, with questions like “if I’ve observed L1 and L2,

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text:
do I gain information about M1 by learning about M2?” and so on1. Along the same lines Wolfram has done research(Wolfram, n.d.) on how time may emerge in rule-based network modifications automata: Stephen Wolfram, LLC (© Stephen Wolfram, LLC) licensed under MIT. Intriguingly, these models of time and causality are tenseless and hence eternalist. The whole universe works as a unified system in which time appears as an axis rather than a metaphysical universal metronome. But if eternalism is true, how come we can feel the passage of time? If moments of experience exist, how come we seem to experience movement and action? Shouldn’t we experience just a single static “image,” like seeing a single movie frame without being aware of the previous ones? We are now finally ready tackle these questions and explain how time may be encoded in the structure of one’s experience. Pseudo-Time Arrow Physical Time vs. Phenomenal Time (video source(“Slow-Motion Ball Drop (Parabolic Arc),” n.d.)) In the image above we contrast physical and phenomenal time explicitly. The top layer shows the physical state of a scene in which a ball is moving along a free-falling parabolic trajectory. In turn, a number of these states are aggregated

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text:
by a process of layering (second row) into a unified “moment of experience.” As seen on the third row, each moment of experience represents the “present scene” as the composition of three slices of sensory input with a time-dependent dimming factor. Namely, the scene experienced is approximated with a weighted sum of three scenes with the most recent one being weighted the highest and the oldest the least. In other words, at the coarsest level of organization time is encoded by layering the current input scene with faint after-images of very recent input scenes. In healthy people this process is rather subtle yet always present. Indeed, after-images are an omnipresent feature of sensory modalities (beyond sight). A simple model to describe how after-images are layered on top of each other to generate a scene with temporal depth involves what we call “time-dependent qualia decay functions.” This function determines how quickly sensory (and internal) impressions fade over time. With e.g. psychedelics making this decay function significantly fatter (long-tailed) and stimulants making it slightly shorter (i.e. higher signal-to-noise ratio at the cost of reduced complex image formation). With this layering process going on, and the Qualia Formalist model of experience as a

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text:
network of local binding, we can further find a causal structure in experience akin to that in physical time (as explained in Timeless Causality): Again, each node of the network represents a simple quale and each edge represents a local binding relationship between the nodes it connects. Then, we can describe the time-dependent qualia decay function as the probability that a node or an edge will vanish at each (physical) time step. The rightmost nodes and edges are the most recent qualia triggered by sensory input. Notice how the nodes and edges vanish probabilistically with each time step, making the old layers sparsely populated. With a sufficiently large network one would be able to decode the direction of causality (and hence of time) using the same principles of statistical conditional independence used to account for physical time. What we are proposing is that this underlies what time feels like. Now that we understand what the pseudo-time arrow is, what can we do with it? Explanatory Power: How the Pseudo-Time Arrow Explains Exotic Phenomenal Time Let us use this explanatory framework on exotic experiences of time. That is, let us see how the network of local binding and its associated pseudo-time

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