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    Computing with Quantum Cats

    Page 27
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      quantum storage times, 247–9

      quantum teleportation, 256–9, 263, 265

      qubits, 3–4; ancilla qubits, 222–3; charge qubit, 243, 244; CNOT gates, 215–16, 220, 226; DiVincenzo criteria, 227–30; donor electrons, 247; entanglement, 202, 216, 255–6; error correction, 222–4, 225, 240; flying, 230; measurement and decoherence, 222, 225; “memory” size, 208; mixed and pure, 268–9; NMR technique, 251; photons, 262; properties, 202; quantum dots, 227, 243–4; spintronics, 244–5; SQUIDs, 239–41; superconducting, 240, 242; trapped ions, 220, 252, 253

      qubytes, 4

      Queen's University, Belfast, 151, 152

      Queensland, University of, 263, 269

      Radley, W. G., 40–1

      Rajchman, Jan, 73, 75

      Random Access Memory (RAM), 49, 73

      RCA, 72, 73–4, 75

      Reviews of Modern Physics, 156–7, 185

      Rivest, Ronald, 204

      robots, 82; learning, 88; self-replicating, 86, 89; space-traveling, 86, 89

      Roger, Gérard, 171

      Rommel, Erwin, 41

      Rosen, Nathan, 143

      Rosenfeld, Leon, 142–3

      Rosing, Boris, 72

      Rowell, John, 233, 234

      Royal Society, 50, 51, 238

      RSA algorithm, 204–6

      Rydberg, Johannes, 261

      Rydberg atoms, 261–2

      Schreyer, Helmut, 70

      Schrödinger, Erwin: approach to quantum world, 105, 115; on collapse of wave function, 122, 138, 187; Copenhagen Interpretation, 105–6, 138, 139; de Broglie's influence, 136; on entanglement, 133; on EPR paper, 144; influence, 170; solving the measurement problem, 187–9; wave equation, 104, 105–6, 118, 120; writings: “Are There Quantum Jumps?,” 187

      Schrödinger's cat, 120–2; “dead and alive,” 1, 3; Many Worlds Interpretation (MWI), 183, 184–5, 200; measurement problem, 183, 187; superposition of states, 183, 235, 238–9; two-cat version, 121–2, 132

      Sciama, Dennis, 191

      Science, 246, 247, 264

      semiconductor: lithography, 242; technology, 263–4; vacuum, 246

      Shaknov, Irving, 163, 164

      Shamir, Adi, 204

      Shannon, Claude, 33–4, 88, 125

      Sherborne School, 13–15

      Shimony, Abner, 162–3, 164–6, 168

      Shor, Peter, 206

      Shor's algorithm, 206–7; codebreaking potential, 208–9; NP-complete problems, 213; quantum computing, 207–9, 221, 223, 264, 267–8; time taken for factoring, 207, 212

      Sierpiński, Wacław, 16

      silicon-28, 246, 248, 250

      Simmons, Michelle, 243, 250

      Sissa ben Dahir al-Hindi, 92

      Snow White and the Seven Dwarfs, 25, 52

      solid state memory devices, 90

      Solvay Congresses, 122, 138, 142, 143, 149

      space travel, 86–7, 89

      spin: Bell's work, 159; Bohm's work, 146–7; CNOT gates, 220, 224–5; components, 147; decoherence times, 244–5; electrons, 3; half-integer, 176; NMR computing, 250–1, 267; nuclear, 224, 246–9; quantum memory unit, 192–3; quantum switch, 3

      spintronics, 244–5

      splitting, 185

      “spooky action at a distance,” 138, 142–5, 156, 256

      Square Root of NOT, 215

      SQUIDs (Superconducting Quantum Interference Devices), 230, 235, 238–41

      Stanford Linear Accelerator Center, 155

      Steane, Andrew, 223

      Steel, Guy, 131

      Strachey, Christopher, 50

      Stratton, Julius, 101

      superconductors, 227, 232–3, 238

      superposition, 3; Copenhagen Interpretation, 121; Deutsch's work, 192–3; Grover's algorithm, 209–10; quantum computing, 202, 207, 215, 220, 226, 243–4, 261–2, 264, 267; qubits, 202; Schrödinger's cat, 121, 183, 239, 261; Schrödinger's work, 187; spin states, 244; SQUID rings, 235, 239–40

      Sussex University, 5, 49, 217, 230, 235, 238

      telepathy, 231–2

      teleportation, 256–9, 263, 265

      teleprinter: machines, 35–6; paper tape, 35–6, 49

      Teller, Edward, 63, 78

      Texas, University of, 191

      Thomas J. Watson Astronomical Computing Bureau, 69

      Thompson, Mark, 265

      Townes, Charles, 166–7

      transistors, 90, 91

      Trinity College, Cambridge, 15

      tubes, vacuum, see valves

      Tunny, 35–6, 44–5

      Turing, Alan: arrest and sentence, 51; Bletchley Park, 29–35; Cambridge, 16–17; childhood, 9–10; Church–Turing principle, 196; cipher project, 23–4; Colossus, 40–3; death, 51–2; finances, 17, 24; FRS, 50; GC&CS, 24–5, 29; hormone treatment, 51; on human and machine intelligence, 87–8; influence, 65, 80, 81–2, 83; OBE, 45–6; post-war career, 46–51, 80; Princeton, 21–4; problem-solving, 32, 79, 189; programming, 50; schooling, 10–15; sexuality, 14, 16, 33, 51; sports, 12, 47–8; Tunny codebreaking, 38; von Neumann relationship, 18, 23, 24, 60; wartime travels, 33–4; writings: “The Chemical Basis of Morphogenesis,” 51; “On Computable Numbers,” 20–1, 23, 46, 51, 67, 81–2, 131; “Proposed Electronic Calculator,” 46–7

      Turing, John (brother), 9–12, 34, 47–8

      Turing, Julius (father), 9–12, 47

      Turing, Sara (mother), 9–13, 32, 34

      Tutte, Bill, 37, 45

      UNIVAC, 81

      “universal constructor,” 86, 87

      Universe: birth, 177, 205; as computer, 130, 131; intelligent life, 86–7; local reality and non-locality, 158, 172, 173–4; Multiverse and, 199; simulation, 179, 210

      University College, London, 245

      University of Science and Technology of China, Hefei, 259

      unprovable statement, 17, 19

      Ursinus College, Philadelphia, 74

      US (United States): Army, 61, 69; census (1890), 66–7; Navy, 34, 61

      V1 missile, 70

      valves, thermionic (vacuum tubes), 40–1, 48, 70–2, 90, 93, 263

      Veblen, Oswald, 68, 74, 75

      Vienna Center for Quantum Science and Technology, 110

      von Neumann, John (Jancsi, Johnny): career, 56–7, 60–1, 68; cellular model of automata, 85–6; childhood, 54–5; death, 86; education, 54, 55–6, 84; EDVAC, 79–82; on energy required for act of computation, 125–6; ENIAC, 77–8; family background, 53–4; flaw in work, 56, 138–42, 145, 154, 156, 157; on hidden variables theory, 138, 140, 142, 145, 151, 155, 156; honors, 61; IBM consultancy, 81; on importance of error, 88–9; influence, 65; interest in automata, 83, 84–5, 89; interest in problem of fallible components, 82–4; Manhattan Project, 61–5, 78; marriages, 57, 59–60; RCA visits, 74; Turing relationship, 18, 23, 24, 60; von Neumann machines, 86–7, 89; writings: “First Draft of a Report on the EDVAC,” 80–1, 82; Mathematical Foundations of Quantum Mechanics, 16, 56, 107, 138–40

      von Neumann, Marina (daughter), 59

      von Neumann, Max (father), 53–5

      “von Neumann bottleneck,” 80

      Vonneumann, Nicholas (brother), 54

      Wang, David, 223

      wave function: author's view, 189; Bell's work, 184; collapse of, 106, 109, 122, 158, 183, 186, 193, 239; Copenhagen Interpretation, 106–7, 121, 139, 158; EPR paper on, 144; experiment with two holes, 109; Many Worlds Interpretation, 183; Schrödinger's work, 120–2, 138, 187

      wave mechanics, 110, 136

      wave-particle duality, 136, 137

      waves and particles, 178–9

      Weapons Systems Evaluation Group, 192

      Welchman, Gordon, 31

      Wheeler, John, 102, 116, 185–6, 191

      White, Andrew, 269

      Wineland, David, 220, 252, 253–4, 260

      Wisconsin-Madison, University of, 155, 161

      Wittgenstein, Ludwig, 23

      word processor, 50

      Wormersley, John, 46

      Wu Chien-Shiung, 163, 164

      Z1 machine, 69–70, 71

      Z3 machine, 70–1

      Z4 machine, 71

      Z
    oller, Peter, 216–17, 220

      Zurek, Wojciech, 268

      Zuse, Konrad, 69–71, 93

      Zworykin, Vladimir, 72–3, 75

     

     

     



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