- Harish-Chandra Research Institute
... Until recently we had been looking for qubit systems, in which all qubits are coupled to each other with unequal couplings, so that all transitions are resolved and we have a complete access to the full Hilbert space. ...
... Until recently we had been looking for qubit systems, in which all qubits are coupled to each other with unequal couplings, so that all transitions are resolved and we have a complete access to the full Hilbert space. ...
4 Theory of quantum scattering and chemical reactions
... 4 Theory of quantum scattering and chemical reactions Quantum scattering theory plays an essential role in describing chemical reactions and photoionization. Although all of these phenomena are time dependent, scattering theory is most accessible from a time-independent perspective. We will however ...
... 4 Theory of quantum scattering and chemical reactions Quantum scattering theory plays an essential role in describing chemical reactions and photoionization. Although all of these phenomena are time dependent, scattering theory is most accessible from a time-independent perspective. We will however ...
2006-11-14-RAL-Wang - Indico
... challenge is to detect the spacetime fluctuations unambiguously. ...
... challenge is to detect the spacetime fluctuations unambiguously. ...
exploiting the superposition principle foundations and applications
... • Demonstration of technological feasibility of Bose Einstein Condensation in microgravity • Interferometer based on BEC in microgravity • Longest observed BEC in free fall • Longest matter wave Interferometer time demonstrated in microgravity (2T=600 ms) • Biggest spatial (with respect to actual si ...
... • Demonstration of technological feasibility of Bose Einstein Condensation in microgravity • Interferometer based on BEC in microgravity • Longest observed BEC in free fall • Longest matter wave Interferometer time demonstrated in microgravity (2T=600 ms) • Biggest spatial (with respect to actual si ...
(pdf)
... If f is constant, then either f (x) = 0 for all x or f (x) = 1. In either case, the probability of the first n qubits being in the state |0i⊗n is just 1. This means that the coefficients of the other basis states have to be zero! In other words, if f is constant and we measure the first n qubits, th ...
... If f is constant, then either f (x) = 0 for all x or f (x) = 1. In either case, the probability of the first n qubits being in the state |0i⊗n is just 1. This means that the coefficients of the other basis states have to be zero! In other words, if f is constant and we measure the first n qubits, th ...
CHAPTER 1. SPECIAL RELATIVITY AND QUANTUM MECHANICS 1.1 PARTICLES AND FIELDS §
... of approximately 500 GeV; that is down to distances comparable to the de Broglie-Einstein wavelength for such energies λ = hc/E =2.5 × 10−16 cm = 0.0025 fermi. These energies are achieved at high energy laboratories such as Fermilab, CERN, SLAC and DESY. It is quite remarkable that quantum mechanics ...
... of approximately 500 GeV; that is down to distances comparable to the de Broglie-Einstein wavelength for such energies λ = hc/E =2.5 × 10−16 cm = 0.0025 fermi. These energies are achieved at high energy laboratories such as Fermilab, CERN, SLAC and DESY. It is quite remarkable that quantum mechanics ...
URL - StealthSkater
... conclude that this is not so surprising after all. The hotel has hundreds of rooms. And you would not have been having these thoughts in the first place if you had been assigned one with a number that meant nothing to you. The lesson is that even if you knew nothing about hotels, you could infer the ...
... conclude that this is not so surprising after all. The hotel has hundreds of rooms. And you would not have been having these thoughts in the first place if you had been assigned one with a number that meant nothing to you. The lesson is that even if you knew nothing about hotels, you could infer the ...
The Power of Quantum Advice
... exists a 2-local Hamiltonian H=H1+⋯+HL on poly(n,m,1/ε) qubits, such that any ground state |φ of H can be used to simulate ρ (with error ε) on all quantum circuits of size at most m. In other words, there exists an efficient mapping C→C′ such that for all circuits C of size m, ...
... exists a 2-local Hamiltonian H=H1+⋯+HL on poly(n,m,1/ε) qubits, such that any ground state |φ of H can be used to simulate ρ (with error ε) on all quantum circuits of size at most m. In other words, there exists an efficient mapping C→C′ such that for all circuits C of size m, ...
... the centre of mass of a movable mirror in the optical FabryP´erot cavity that is not a bipartite entanglement. As the outgoing light comprises a continuum of optical modes, carrying each a tiny bit of information about the mirror’s motion, the mechanical degree of freedom finds itself entangled with ...
On the Formal Verification of Optical Quantum Gates in HOL
... reason behind the choice of HOL is because of the high expressiveness it offers. Definitely, this comes at the expense of the full automation that HOL provers do not offer. However, HOL theorem proving still provides a good compromise compared to other automated formal techniques, such as model checkin ...
... reason behind the choice of HOL is because of the high expressiveness it offers. Definitely, this comes at the expense of the full automation that HOL provers do not offer. However, HOL theorem proving still provides a good compromise compared to other automated formal techniques, such as model checkin ...
