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www.smoothbrains.net
[AI summary] The text discusses Steven Lehar's harmonic resonance theory and its connection to brain function, particularly in relation to visual perception and neural computation. Lehar's theory suggests that the brain operates through resonant modes rather than individual neurons, and this idea is supported by connectome-specific harmonic wave theory, which links the brain's functional networks to its anatomical structure. The text also explores the implications of these theories, including potential applications in neuroscience and the study of consciousness, such as the possibility of directly manipulating brain harmonics to induce specific states of consciousness. |
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www.binding-problem.com
[AI summary] The provided text explores the binding problem in consciousness, which refers to the challenge of explaining how distinct sensory features are integrated into a unified conscious experience. It introduces the concept of micro-experiential zombies, hypothetical entities that possess all the physical and functional properties of conscious beings but lack subjective experience. The text also delves into the role of neural synchrony and reentry in solving the binding problem, as well as the philosophical implications of panpsychism and the combination problem. Additionally, it references various academic resources and theories related to the binding problem, including Feature Integration Theory, dynamic binding, and neural oscillations. The text emp... |
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qualiacomputing.com
My 2019 presentation The Hyperbolic Geometry of DMT Experiences just hit one million views on YouTube: The casual QRI enjoyer may get the impression that this video encapsulates our current understanding of the phenomenology of DMT. The dedicated QRI reader/watcher, however, knows that we are light-years ahead in our understanding relative to where we were... |
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smoothbrains.net
[AI summary] This post explores Steven Lehar's field theory of visual perception, proposing that the brain uses nonlinear wave phenomena like grassfire algorithms and shock scaffolds to solve the inverse optics problem by constructing stable, symmetrical 3D world models from 2D retinal images. |
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