Integrated optomechanics and linear optics quantum circuits
... interactions, and squeezing with feedback in Hresonators. These experiments can be extended to the quantum regime • Our “H” phase shifters are not only useful in optomechanics but are essential parts in integrated quantum optics • Integration of all elements - SSPDs, phase shifters and quantum circu ...
... interactions, and squeezing with feedback in Hresonators. These experiments can be extended to the quantum regime • Our “H” phase shifters are not only useful in optomechanics but are essential parts in integrated quantum optics • Integration of all elements - SSPDs, phase shifters and quantum circu ...
Quantum entanglement, topological order, and tensor category theory
... • All SRE states belong to the same trivial phase • LRE states can belong to many different phases = different patterns of long-range entanglements defined by the LU trans. = different topological orders Wen 1989 → A classification by tensor category theory Levin-Wen 05, Chen-Gu-Wen 2010 ...
... • All SRE states belong to the same trivial phase • LRE states can belong to many different phases = different patterns of long-range entanglements defined by the LU trans. = different topological orders Wen 1989 → A classification by tensor category theory Levin-Wen 05, Chen-Gu-Wen 2010 ...
Integrable Models in Classical and Quantum Field Theory
... reviews and lectures [7]-[9], [15], [23]). This is a new method of exact solution of the models in 1 + 1 dimensional quantum field theory and in classical statistical mechanics on a two-dimensional lattice. The profound papers of Baxter [l]-[3] have also played an important role in the formation of ...
... reviews and lectures [7]-[9], [15], [23]). This is a new method of exact solution of the models in 1 + 1 dimensional quantum field theory and in classical statistical mechanics on a two-dimensional lattice. The profound papers of Baxter [l]-[3] have also played an important role in the formation of ...
Document
... Conditional probability of detecting second photon at t=τ, given that we detected one at t=0. If photons are coming in sparse intervals: τ=0 is a surprise! We can modify our classical picture of photons: we can think of photons as coming in bunches ...
... Conditional probability of detecting second photon at t=τ, given that we detected one at t=0. If photons are coming in sparse intervals: τ=0 is a surprise! We can modify our classical picture of photons: we can think of photons as coming in bunches ...
Quantum phase transitions in atomic gases and
... •Transverse superfluidity (smectic order) can be detected by looking for “Bragg lines” in momentum distribution function--bosons are phase coherent in the transverse direction. ...
... •Transverse superfluidity (smectic order) can be detected by looking for “Bragg lines” in momentum distribution function--bosons are phase coherent in the transverse direction. ...
The Kabbalistic Radla and Quantum Physics
... precision; the more accurately one property is known, the less precisely the other can be known. Importantly, this is not contingent upon the resolution of the measuring apparatus or the skills of the observer, but is an inherent characteristic of physical systems as dictated by the equations of qua ...
... precision; the more accurately one property is known, the less precisely the other can be known. Importantly, this is not contingent upon the resolution of the measuring apparatus or the skills of the observer, but is an inherent characteristic of physical systems as dictated by the equations of qua ...
On the Derivation of the Time-Dependent Equation of Schrodinger
... The complexity of the ensuing wavefunction was a problem for Schrodinger who in the last paragraph of Ref. 7 suggests that Eq. (15) is probably merely a surrogate for a fourth-order real wave equation applying to non-conservative systems. In Sec. 4 we will return to this problem of why the wavefunc ...
... The complexity of the ensuing wavefunction was a problem for Schrodinger who in the last paragraph of Ref. 7 suggests that Eq. (15) is probably merely a surrogate for a fourth-order real wave equation applying to non-conservative systems. In Sec. 4 we will return to this problem of why the wavefunc ...
A Note on Shor`s Quantum Algorithm for Prime Factorization
... Factoring integers is generally thought to be hard on a classical computer. But it is now hold that prime factorization can be accomplished in polynomial time on a quantum computer. This remarkable work is due to Peter W. Shor[1]. For a given number n, he gave a quantum computer algorithm for findin ...
... Factoring integers is generally thought to be hard on a classical computer. But it is now hold that prime factorization can be accomplished in polynomial time on a quantum computer. This remarkable work is due to Peter W. Shor[1]. For a given number n, he gave a quantum computer algorithm for findin ...
Introduction to Quantum Monte Carlo
... ♦ This is bad news! ♦ Or not - if you solve it, you will get both ♦ The Nobel price (??) ♦ And the 1 Million US$... ...
... ♦ This is bad news! ♦ Or not - if you solve it, you will get both ♦ The Nobel price (??) ♦ And the 1 Million US$... ...