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It has been shown that quantum calculus is a subfield of the more general mathematical field of time scales calculus.
furthermore, it has been shown that quantum interference arising from SGC [8] and incoherent pumping field [17] can be used for analyse of some interesting phenomena such as lasing without population inversion [4], optical bistability [17], and superluminal/subluminal light propagation [18].
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Since it can be shown that quantum models can simulate models such as the classical Turing machine, \ \textbf{BQP}\) contains \ \textbf{P}\) and \ \textbf{BPP}\).
It has recently been shown that a robust quantum gate can be implemented even in the presence of large micromotion [16].
More specifically, in [15] it has been shown that a trapped-ion quantum simulator with realistic experimental parameters [7] can achieve good fidelities in the case of Eq. (11), for simulated values of ((c+v/2)) set by a frequency range from (nu /100) to (nu /25)—where ν is the frequency of the trap.
Temporal summation is consistent with quantum theory; it has been shown that fluctuations in the number of quanta actually in a light flash are responsible for the variable responsiveness of the eye; increasing the duration of a light stimulus increases the probability that it will contain a given number of quanta, and that it will excite.
It has been shown that by deliberately introducing nanoscaled InAs quantum dots [13] in the vicinity of a modulation-doped GaAs/AlGaAs heterostructure, a strongly disordered 2DES which shows an I-QH transition can be experimentally realized [14, 15].
Recently it has been shown that lateral carrier confinement in an InGaAs quantum well (QW) embedded in GaAs can be achieved by using a laterally patterned InGaP stressor layer on top of the heterostructure.
It is shown that the quantum yield increases with decreasing illumination intensity and size of the particle.
It is shown that a quantum structure can be created by a set of chosen constraint conditions that emerge from the transformation design of the Dirac equation in general relativity.
If gravity is also subject to quantum mechanics, then it was shown that, during Inflation, quantum fluctuations in gravity would be produced, and would appear today as gravitational waves — ripples in the fabric of space and time.
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CEO of Professional Science Editing for Scientists @ prosciediting.com