A Holographic Interpretation of Entanglement Entropy
... In spite of tremendous progresses, there are still several unsolved or developing important problems on black holes in quantum gravity. The one which we would like to discuss here is about the dynamical aspects where we cannot employ the supersymmetries. ...
... In spite of tremendous progresses, there are still several unsolved or developing important problems on black holes in quantum gravity. The one which we would like to discuss here is about the dynamical aspects where we cannot employ the supersymmetries. ...
Physics and the Search for Ultimate BuildingBlocks
... “There are quantum states and there are particle detectors. Quantum field theory enables us to predict probabilistically how a particular detector will respond to that state. That is all. That is all there can ever be in physics, because physics is about the observations and measurements that we can ...
... “There are quantum states and there are particle detectors. Quantum field theory enables us to predict probabilistically how a particular detector will respond to that state. That is all. That is all there can ever be in physics, because physics is about the observations and measurements that we can ...
Algorithms and Architectures for Quantum Computers—I. Chuang
... the O(n2n) which would be required classically. Another elementary basis change important in quantum physics is between independent local states and those of definite total angular momentum. When two identical spins interact with a global excitation, due to their permutation symmetry they appear as ...
... the O(n2n) which would be required classically. Another elementary basis change important in quantum physics is between independent local states and those of definite total angular momentum. When two identical spins interact with a global excitation, due to their permutation symmetry they appear as ...
Observables and Measurements
... outcomes of an ensemble of measurements (i.e., measuring many identically prepared systems). Sometimes we wish to determine the probabilities of a particular measurement, rather than an ensemble. Such probabilities are determined using observables as follows. First, recall that every Hermitean opera ...
... outcomes of an ensemble of measurements (i.e., measuring many identically prepared systems). Sometimes we wish to determine the probabilities of a particular measurement, rather than an ensemble. Such probabilities are determined using observables as follows. First, recall that every Hermitean opera ...
Quantum Theory and Molecular Energy
... It is a mathematical (sometimes imaginary) function of the coordinate(s). The square of the wavefunction is interpreted as being proportional to the probability of the particle(s) being a particular value of the coordinates. In 1 dimension: The probability of the particle described by (x) being be ...
... It is a mathematical (sometimes imaginary) function of the coordinate(s). The square of the wavefunction is interpreted as being proportional to the probability of the particle(s) being a particular value of the coordinates. In 1 dimension: The probability of the particle described by (x) being be ...
Quantum gravity and consciousness, the most
... Let us imagine that now we are in the year 2116. The knowledge of fundamental physics is growing still ever according to Moore's law of growth. Time is measured to 25 decimal places precisely. The number of the atoms in the silicon sphere can be counted to one atom precisely. Those spheres can be ma ...
... Let us imagine that now we are in the year 2116. The knowledge of fundamental physics is growing still ever according to Moore's law of growth. Time is measured to 25 decimal places precisely. The number of the atoms in the silicon sphere can be counted to one atom precisely. Those spheres can be ma ...
