A Complete Characterization of Unitary Quantum
... Our results on Matrix Inversion • Classically, we know that n x n Matrix Inversion is in log2(n) space, but don’t believe it can be solved in classical log(n) space • k(n)-Well-conditioned Matrix Inversion • Input: Efficient encoding of 2k x 2k PSD matrix A, and s,t∈{0,1}k : ...
... Our results on Matrix Inversion • Classically, we know that n x n Matrix Inversion is in log2(n) space, but don’t believe it can be solved in classical log(n) space • k(n)-Well-conditioned Matrix Inversion • Input: Efficient encoding of 2k x 2k PSD matrix A, and s,t∈{0,1}k : ...
C. Heitzinger, C. Ringhofer. S. Ahmed, D. Vasileska
... and the density gradient method [8, 9]. In both there are a number of parameters that do not represent ex- ...
... and the density gradient method [8, 9]. In both there are a number of parameters that do not represent ex- ...
Quantum Algorithms - University of Sydney
... The polarisation of a photon gives a quantum system Photons in free space do not interact with each other (i.e., with electric or magnetic fields) ...
... The polarisation of a photon gives a quantum system Photons in free space do not interact with each other (i.e., with electric or magnetic fields) ...
The quantum Heisenberg group H(1)q
... the same commutation laws with A and A +. However, we see that, as in the classical harmonic oscillator enveloping algebra, N is not a primitive element, and it is reminiscent of its quantum structure at the coproduct level: this fact provides a concrete and instructive example of the very stringent ...
... the same commutation laws with A and A +. However, we see that, as in the classical harmonic oscillator enveloping algebra, N is not a primitive element, and it is reminiscent of its quantum structure at the coproduct level: this fact provides a concrete and instructive example of the very stringent ...
On the importance of parallelism for quantum computation and the
... vector jui. Unless the basis is explicitly stated, we will always assume that a measurement is performed with respect to the standard basis for quantum computation. ...
... vector jui. Unless the basis is explicitly stated, we will always assume that a measurement is performed with respect to the standard basis for quantum computation. ...
Quantum Information—S. Lloyd, L. Levitov, T. Orlando, J. H. Shapiro, N.C. Wong
... Superconducting systems present a variety of opportunities for quantum information processing. In collaboration with Delft Institute of Technology, we have demonstrated the first macroscopic quantum superposition of circulating supercurrents, and have designed devices in which such systems function ...
... Superconducting systems present a variety of opportunities for quantum information processing. In collaboration with Delft Institute of Technology, we have demonstrated the first macroscopic quantum superposition of circulating supercurrents, and have designed devices in which such systems function ...
Peter Heuer - Quantum Cryptography Using Single and Entangled
... refraction of diamond. When illuminated, color centers fluoresce much like a quantum dot. Unlike quantum dots, color centers do not bleach or blink, making them more much more stable. However, since color centers are natural rather than manufactured, it is harder to create uniform single emitters th ...
... refraction of diamond. When illuminated, color centers fluoresce much like a quantum dot. Unlike quantum dots, color centers do not bleach or blink, making them more much more stable. However, since color centers are natural rather than manufactured, it is harder to create uniform single emitters th ...
