No Slide Title
... N00N Generation via PhaseoniumBased Cross-Kerr Nonlinearity • Cross-Kerr nonlinearities via ...
... N00N Generation via PhaseoniumBased Cross-Kerr Nonlinearity • Cross-Kerr nonlinearities via ...
Quantum Computation and Quantum Information – Lecture 2
... {-} will give one of the results and - with particular probabilities. Also, the value of will change permanently to the result obtained. ...
... {-} will give one of the results and - with particular probabilities. Also, the value of will change permanently to the result obtained. ...
Spring 2007 Colloquium Series Physics Department University of Oregon 4:00pm Thursdays, 100 Willamette
... to the ability of these computers to break modern cryptosystems and to outperform classical computers at certain algorithmic tasks. An important grand challenge for quantum computing these days is to find new quantum algorithms which outperform their classical counterparts. As a physicist, however, ...
... to the ability of these computers to break modern cryptosystems and to outperform classical computers at certain algorithmic tasks. An important grand challenge for quantum computing these days is to find new quantum algorithms which outperform their classical counterparts. As a physicist, however, ...
Computation, Quantum Theory, and You
... Solving the Collision Problem by Sampling Histories (con’t) Theorem: Under any dynamical theory satisfying the symmetry and indifference axioms, the first Fourier transform makes the hidden variable “forget” whether it was at |i or |j. So after the second Fourier transform, it goes to |i half th ...
... Solving the Collision Problem by Sampling Histories (con’t) Theorem: Under any dynamical theory satisfying the symmetry and indifference axioms, the first Fourier transform makes the hidden variable “forget” whether it was at |i or |j. So after the second Fourier transform, it goes to |i half th ...
The Learnability of Quantum States
... Key point: factoring is not believed to be NP-complete! And today, we don’t believe quantum computers can solve NP-complete problems in polynomial time in general (though not surprisingly, we can’t prove it) Bennett et al. 1997: “Quantum magic” won’t be enough If you throw away the problem structur ...
... Key point: factoring is not believed to be NP-complete! And today, we don’t believe quantum computers can solve NP-complete problems in polynomial time in general (though not surprisingly, we can’t prove it) Bennett et al. 1997: “Quantum magic” won’t be enough If you throw away the problem structur ...
Presentation
... • Describe possible states (eigenvectors) which are associated with possible outcomes of measurements (eigenvalues) • Before the measurement: calculate probabilities of different outcomes • After the measurement: only one outcome ...
... • Describe possible states (eigenvectors) which are associated with possible outcomes of measurements (eigenvalues) • Before the measurement: calculate probabilities of different outcomes • After the measurement: only one outcome ...
PH5015 - Applications of Quantum Physics
... The course begins with laser cooling and Bose-Einstein condensation (BEC) explaining basic laser cooling and experimental methods, Doppler theory, sub Doppler cooling, and magneto-optical traps. Quantum mechanical complementarity (which-way experiments). Evaporative cooling, magnetic trapping. Signa ...
... The course begins with laser cooling and Bose-Einstein condensation (BEC) explaining basic laser cooling and experimental methods, Doppler theory, sub Doppler cooling, and magneto-optical traps. Quantum mechanical complementarity (which-way experiments). Evaporative cooling, magnetic trapping. Signa ...
the quantum mechanical potential for the prime numbers
... The plot of this function is drawn in Fig. 1 (with E0 = 0): the series (??) rapidly converges to a limiting function, which can be regarded as the potential W(x), solution of the problem5. The existence of a potential which admits all the prime numbers as its only eigenvalues has some important imp ...
... The plot of this function is drawn in Fig. 1 (with E0 = 0): the series (??) rapidly converges to a limiting function, which can be regarded as the potential W(x), solution of the problem5. The existence of a potential which admits all the prime numbers as its only eigenvalues has some important imp ...
