duced his general tt theory of functions to “...a prolongation of arithmetic...without a single (pictorial) n figure in any of his books...” with Riemann who called geometry to his aid in describing functions. He created “...an image that no one can forget... once he understood it.” Experiencing the b

Relativity 348 Theory of Relativity 366 Renaissance 16, 297 Reykjavik 79 rice covering chessboard 163 Rice's Theorem 267 Riemann Hypothesis 238, 257 Riemann surfaces 368 Ritchie, Graeme 310 Rivest, Ron 165 Robinson Davis Matiyasevich theory 248 HOUSE_OVERSIGHT_016105 --- PAGE BREAK --- 416 Are the Andr

’t subject to the same constraints. Imagine a superintelligent AI system trying to figure out what people care about. Curing cancer or confirming the Riemann hypothesis, for instance, won’t seem, to such an AI, like things that are all that important to us: If these solutions are obvious to the superintell

’t subject to the same constraints. Imagine a superintelligent AI system trying to figure out what people care about. Curing cancer or confirming the Riemann hypothesis, for instance, won’t seem, to such an AI, like things that are all that important to us: If these solutions are obvious to the superintell