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ake c to denote algorithmic information measured on some reference Turing machine, and F(X) to denote what appears on the second tape of a two-tape Turing machine t time-steps after placing X on its first tape. Other more naturalistic computational models are also possible here and are discussed extens
, for introducing me to the intersection of chaos theory and cognition, with a wonderful flair. George Christca, a deep Al/math/physim thinker from Perth. for re-awakening my interest in attractor neural nets and their cognitive implications, in the mid-1990s. • All of the 130 staff of Webmind Inc. d
take c to denote algorithmic information measured on some reference Turing machine, and F(X) to denote what appears on the second tape of a two-tape Turing machine ¢ time-steps after placing X on its first tape. Other more naturalistic computational models are also possible here and are discussed extensi
, for introducing me to the intersection of chaos theory and cognition, with a wonderful flair. George Christos, a deep AI/math/physics thinker from Perth, for re-awakening my interest in attractor neural nets and their cognitive implications, in the mid-1990s. e All of the 130 staff of Webmind Inc. d
ere? A dim, honest, slow-multiplying human? Impossible to tell. The distinction between machine and man blurred a bit. Buried in the very premise of Turing’s test was an assumption about what machines could do, and how they might do it. “The idea behind digital computers may be explained by saying that t
ety of Western Australia tells a wonderful story in his Dharma talks about a day in which he decided not to be driven up the road to his monastery in Perth, but instead walked the road. He was flooded by the sensations of nature, all invisible from the inside of a car. One way to change your perspective,
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