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... decode a significant portion of the Hawking radiation and then dive into the black hole to examine the infalling pairs. They showed that the decoding proses last for such a long time that black hole would evaporate entirely before the observer was ready to jump! So their claim is “There is no fundam ...
... decode a significant portion of the Hawking radiation and then dive into the black hole to examine the infalling pairs. They showed that the decoding proses last for such a long time that black hole would evaporate entirely before the observer was ready to jump! So their claim is “There is no fundam ...
Reply to seven commentaries on “Consciousness in the universe: ScienceDirect
... whose frequencies appear to have a fractal-like relationship. Based on their results, we proposed that collective brain oscillations in the range of 4 to 100 hertz seen as the electro-encephalogram (EEG) are actually ‘beat frequencies’, interference patterns, of much faster microtubule vibrations in ...
... whose frequencies appear to have a fractal-like relationship. Based on their results, we proposed that collective brain oscillations in the range of 4 to 100 hertz seen as the electro-encephalogram (EEG) are actually ‘beat frequencies’, interference patterns, of much faster microtubule vibrations in ...
Single_QD_spectro
... including narrow peaks and a longitudinal optical (LO) phonon progression with peak spacing comparable to the bulk LO phonon frequency. Differences in phonon coupling are observed between different nanocrystals with an average value that is equal to the phonon coupling measured in ensemble samples. ...
... including narrow peaks and a longitudinal optical (LO) phonon progression with peak spacing comparable to the bulk LO phonon frequency. Differences in phonon coupling are observed between different nanocrystals with an average value that is equal to the phonon coupling measured in ensemble samples. ...
Electronic Structure of Sr2RuO4
... Quasicrystals Some theoretical results: • Electrons are (probably) localised • Density of states is fractal or even wilder Experimental situation is highly unsatisfactory: • Metallic constituents (Al, Ni, Co, Pd, Mn, …) but bad conductivity • Some experiments see “proper” bands, even though they sh ...
... Quasicrystals Some theoretical results: • Electrons are (probably) localised • Density of states is fractal or even wilder Experimental situation is highly unsatisfactory: • Metallic constituents (Al, Ni, Co, Pd, Mn, …) but bad conductivity • Some experiments see “proper” bands, even though they sh ...
QMDuesseldorf - Buffalo Ontology Site
... ... and always up-to-date To be a book = to have a reference number in the Catalogue System Each of the ontologies produced by ontological engineers deals with objects which are constructed (Kant would say ‚constituted‘) by the database itself ...
... ... and always up-to-date To be a book = to have a reference number in the Catalogue System Each of the ontologies produced by ontological engineers deals with objects which are constructed (Kant would say ‚constituted‘) by the database itself ...
Chapter 7 (Lecture 10) Hydrogen Atom The explanation of
... The negative means the energy E indicates that the electron and proton are bound together. The boundary conditions requires ...
... The negative means the energy E indicates that the electron and proton are bound together. The boundary conditions requires ...
On quantization of gravitational waves
... gravity is quantized the gravitational wave has to be distinguishable from quantum noise due to the detector’s position and the equivalence principle. This implies a detector size ∼ (Gk)−1 . Putting everything together we get L ∼ G−1 k −3 estimate for the detector size, of course amply obeyed in [6] ...
... gravity is quantized the gravitational wave has to be distinguishable from quantum noise due to the detector’s position and the equivalence principle. This implies a detector size ∼ (Gk)−1 . Putting everything together we get L ∼ G−1 k −3 estimate for the detector size, of course amply obeyed in [6] ...
A Physical Model for Atoms and Nuclei—Part 3
... are many systems which are not periodic. 2. Although the theory allows one to calculate the energies of the allowed ...
... are many systems which are not periodic. 2. Although the theory allows one to calculate the energies of the allowed ...
Experimental Optimal Cloning of Four
... corresponding coefficients in the clone density matrix in Eq. (1). The cloning fidelity is F ¼ pð’ j ’Þ. The experimental results obtained when cloning all states of the logical basis are reported in Figs. 2(b) and 2(c). The measured values of the fidelity, as well as their average value F I ¼ ð0:7 ...
... corresponding coefficients in the clone density matrix in Eq. (1). The cloning fidelity is F ¼ pð’ j ’Þ. The experimental results obtained when cloning all states of the logical basis are reported in Figs. 2(b) and 2(c). The measured values of the fidelity, as well as their average value F I ¼ ð0:7 ...
Interferometric Bell
... u C 2 & , have to reach a minimum. A piezoscan around D 2 50, thus varying the phase x , allows a continuous change from u C 1 & to u C 2 & and back. This results in conjugate oscillations of the respective coincidence rates, alternately indicating those Bell states ~Fig. 5!. What now determines the ...
... u C 2 & , have to reach a minimum. A piezoscan around D 2 50, thus varying the phase x , allows a continuous change from u C 1 & to u C 2 & and back. This results in conjugate oscillations of the respective coincidence rates, alternately indicating those Bell states ~Fig. 5!. What now determines the ...
1 = A
... Triads with commutation relations of this type form ideals of the o(4) algebra. Algebra possessing non-Abelian ideal is qualified as a semisimple algebra. ...
... Triads with commutation relations of this type form ideals of the o(4) algebra. Algebra possessing non-Abelian ideal is qualified as a semisimple algebra. ...
Diapositive 1
... expressions, raising the problem of deciding which is the “true” one. [Bashinsky, Jaffe (1998)] ...
... expressions, raising the problem of deciding which is the “true” one. [Bashinsky, Jaffe (1998)] ...
Quantum information and quantum computation
... Quantum computation?? This will be a talk about the theory of information and the theory of computation. And perhaps the strangest thing about this topic is that a physicist is giving the talk. What do physicists know about information or computation? What am I doing here? Could it be that Milt has ...
... Quantum computation?? This will be a talk about the theory of information and the theory of computation. And perhaps the strangest thing about this topic is that a physicist is giving the talk. What do physicists know about information or computation? What am I doing here? Could it be that Milt has ...
Lecture 4 Postulates of Quantum Mechanics, Operators
... you are probably already familiar with. *There are also classical static variable such as mass, electronic charge, etc... that do not change during physical processes. Georgia Tech ...
... you are probably already familiar with. *There are also classical static variable such as mass, electronic charge, etc... that do not change during physical processes. Georgia Tech ...
A Quantum Rosetta Stone for Interferometry
... equivalent to the optical Mach-Zhender interferometer. Here, the two π/2-pulses represent the beam splitters. Wineland and co-workers first showed that the best pos1 ...
... equivalent to the optical Mach-Zhender interferometer. Here, the two π/2-pulses represent the beam splitters. Wineland and co-workers first showed that the best pos1 ...
QUANTUM CRYPTOGRAPHY: PITFALLS AND ASSETS
... cryptography, with the additional advantage of being provably secure, even against an opponent with superior technology and unlimited computing power, ...
... cryptography, with the additional advantage of being provably secure, even against an opponent with superior technology and unlimited computing power, ...
CALCULATING A MAXIMIZER FOR QUANTUM MUTUAL
... quantity is known as the Holevo-Schumacher-Westmoreland (HSW) Theorem. Here we consider in particular the problem of determining this maximizer in the case of the amplitude damping channel. It is known in general that the maximizing ensemble can always be assumed to consist of at most d2 pure states ...
... quantity is known as the Holevo-Schumacher-Westmoreland (HSW) Theorem. Here we consider in particular the problem of determining this maximizer in the case of the amplitude damping channel. It is known in general that the maximizing ensemble can always be assumed to consist of at most d2 pure states ...