Quantum Computing with Nuclear Spins in SemiconductorsStanford University, 2005 - 232 pages |
Contents
Abstract | 1 |
Quantum Error Correction and Fault Tolerance | 12 |
Physical Resources for Quantum Computing | 21 |
Copyright | |
5 other sections not shown
Common terms and phrases
algorithm approximation architecture atomic average calculation capacitors cavity classical computer coherence coil components controlled-NOT cos² CPMG crystal decay decoherence decoupling density operator dipolar coupling discussed in Sec donor echo effective field eigenstates electron spin encoded energy ensemble entangled entropy equation error correction example exciton experimental experiments exponentially factor field gradient fluctuating frequency gate Hadamard Hamiltonian hyperfine hyperfine coupling implementation impurity inhomogeneous broadening initial interaction isotopically lattice limit magnetic field matrix measurement molecules NMR quantum computers noise notation nuclear polarization nuclear spin nuclei observed optical oscillations phase photon Phys physical pulse sequence quantum computer quantum dots quantum information quantum logic quantum mechanics relaxation result rotation sample scalable scheme semiconductor Shor's algorithm silicon sin² solid-state NMR spin-echo T₁ T₂ techniques temperature term theory thermal timescale transverse trapped unitary vector wave function Zeeman