Epstein Secrets

id Kaiser, Seth Lloyd, Hans Ulrich Obrist, Judea Pearl, Sandy Pentland, Steven Pinker, Venki Ramakrishnan, Stuart Russell, Jaan Tallin, Max Tegmark, Frank Wilczek, and Stephen Wolfram. Stewart Brand, in his jacket blurb, nicely frames the project: "Intelligences born and intelligences made have a lot to offe

, Stuart Russell, Jaan Tallin, Max Tegmark, Frank Wilczek, and Stephen Wolfram. Stewart Brand, in his jac

Bigelow's "Behavior, Purpose and Teleology" (1943); McCullouch & Pitts's "A Logical Calculus of the Ideas Immanent in Nervous Activity" (1943); von Neumann's book Theory of Games and Economic Behavior (with Oskar Morgenstem) 1944; Shannon's "A Mathematical Theory of Communication" (1948); Wiener's Cybe

AI—from Alison Gopnik and David Deutsch to Frank Wilczek and Stephen Wolfram— Deep Thinking 1s an ideal in

ry of Brockman’s profound engagement with the most important scientific minds who have been thinking about AI—from Alison Gopnik and David Deutsch to Frank Wilczek and Stephen Wolfram— Deep Thinking 1s an ideal introduction to the landscape of crucial issues AI presents. The collision between opposing perspecti

r machine, now known as a Universal Turing Machine, an arbitrary set of computing instructions could be encoded on that same tape. In the 1940s, von Neumann developed an abstract self-reproducing machine called a cellular automaton. In this case it occupied a finite subset of an infinite two- dimensional

AI—from Alison Gopnik and David Deutsch to Frank Wilczek and Stephen Wolfram— Deep Thinking 1s an ideal in

ry of Brockman’s profound engagement with the most important scientific minds who have been thinking about AI—from Alison Gopnik and David Deutsch to Frank Wilczek and Stephen Wolfram— Deep Thinking 1s an ideal introduction to the landscape of crucial issues AI presents. The collision between opposing perspecti

r machine, now known as a Universal Turing Machine, an arbitrary set of computing instructions could be encoded on that same tape. In the 1940s, von Neumann developed an abstract self-reproducing machine called a cellular automaton. In this case it occupied a finite subset of an infinite two- dimensional

ied to children and the disabled.*° What prevents extension to other animals, organoids, machines, and hybrids? As we (e.g., Hawking, Musk, Tallinn, Wilczek, Tegmark) have promoted bans on “autonomous weapons,” we have demonized one type of “dumb” machine, while other machines—for instance, those composed

rate of knowledge accumulation. John von Neumann also has a cameo in Zhe Human Use of Human Beings, for game theory. What Wiener missed here was von Neumann’s seminal role in digitizing computation. Whereas analog communication degraded with distance, analog computing (like the Differential Analyzer) degr

inging the programmability of bits to the world of atoms. By digitizing not just designs but the construction of materials, the same lessons that von Neumann and Shannon taught us apply to exponentially increasing fabricational complexity. I’ve defined digital materials to be those constructed from a disc

ied to children and the disabled.*° What prevents extension to other animals, organoids, machines, and hybrids? As we (e.g., Hawking, Musk, Tallinn, Wilczek, Tegmark) have promoted bans on “autonomous weapons,” we have demonized one type of “dumb” machine, while other machines—for instance, those composed

rate of knowledge accumulation. John von Neumann also has a cameo in Zhe Human Use of Human Beings, for game theory. What Wiener missed here was von Neumann’s seminal role in digitizing computation. Whereas analog communication degraded with distance, analog computing (like the Differential Analyzer) degr

inging the programmability of bits to the world of atoms. By digitizing not just designs but the construction of materials, the same lessons that von Neumann and Shannon taught us apply to exponentially increasing fabricational complexity. I’ve defined digital materials to be those constructed from a disc

Some examples of brandied Hamiltonians were explored both classically and in the context of quan- tum mechanics, as recently advocated by Shapere and Wilczek. These are in fact cases of switch- back potentials, albeit in momentum space, as previously analyzed by us for quasi-Hamiltonian chaotic dynamical

rmally expressed in terms of (x)): The degenerate 14 eigenfunctions obey different boundary conditions at p = 0. If one is Dirichlet, the other is Neumann. This follows from the mutual relations between tie and the effects of dldp when acting on nonsingular functions at p = 0. For example, the first H