Introduction to ”Topological Geometrodynamics: an Overview
... 3. Geometrization of quantum numbers is achieved. The isometry group of the geometry of CP2 codes for the color gauge symmetries of strong interactions. Vierbein group codes for electroweak symmetries, and explains their breaking in terms of CP2 geometry so that standard model gauge group results. T ...
... 3. Geometrization of quantum numbers is achieved. The isometry group of the geometry of CP2 codes for the color gauge symmetries of strong interactions. Vierbein group codes for electroweak symmetries, and explains their breaking in terms of CP2 geometry so that standard model gauge group results. T ...
Polarization statistics
... To complete the analysis of polarization statistics beyond the quantum Q function we have considered other possibilities. More specifically we have studied the so called s-ordered distributions for the complex amplitudes that depend on a real parameter s including the Q function as the case s 1, ...
... To complete the analysis of polarization statistics beyond the quantum Q function we have considered other possibilities. More specifically we have studied the so called s-ordered distributions for the complex amplitudes that depend on a real parameter s including the Q function as the case s 1, ...
PDF only - at www.arxiv.org.
... Fermi energy. With increase in temperature, this relation would move towards nonlinear regime, where the chemical potential as well as the thermal energy dictate the diffusion-mobility ratio (eq. (7)). Accordingly, nonlinear relationship between nd 2 and causes the broken symmetry (eq. (6)), an ...
... Fermi energy. With increase in temperature, this relation would move towards nonlinear regime, where the chemical potential as well as the thermal energy dictate the diffusion-mobility ratio (eq. (7)). Accordingly, nonlinear relationship between nd 2 and causes the broken symmetry (eq. (6)), an ...
Fast random number generator based on quantum uncertainty
... machines, one other way is to collect random numbers from the environment. Parameters of complex classical systems can be considered as good source of randomness as they very often behaves chaotically and in practical cannot be predicted. However, classical systems are still governed by classical me ...
... machines, one other way is to collect random numbers from the environment. Parameters of complex classical systems can be considered as good source of randomness as they very often behaves chaotically and in practical cannot be predicted. However, classical systems are still governed by classical me ...
Characterizing Si: P quantum dot qubits with spin resonance
... regime of one electron occupation. Understanding the extent of the electron wavefunctions of the donor dots is important for optimizing the inter-dot exchange and tunnel coupling useful for two-qubit gates. In this work, we present a metrological method based on a non-invasive atomicscale characteri ...
... regime of one electron occupation. Understanding the extent of the electron wavefunctions of the donor dots is important for optimizing the inter-dot exchange and tunnel coupling useful for two-qubit gates. In this work, we present a metrological method based on a non-invasive atomicscale characteri ...
Chapter 7 The Schroedinger Equation in One Dimension In classical
... by the wave function. The goal is to predict how the state of motion will evolve as time goes by. This is what the equation of motion does. The classical equation of motion is Newton’s second law F = ma. In quantum mechanics the equation of motion is the time-dependent Schroedinger equation. If we k ...
... by the wave function. The goal is to predict how the state of motion will evolve as time goes by. This is what the equation of motion does. The classical equation of motion is Newton’s second law F = ma. In quantum mechanics the equation of motion is the time-dependent Schroedinger equation. If we k ...
The BEH Mechanism and its Scalar Boson by François Englert
... passed away in 2011 and left me alone to tell our story. I will explain how we were led to propose the mechanism, and how it allows for consistent fundamental theories of short range interactions and for building elementary particle masses. It became a cornerstone of the Standard Model and was recen ...
... passed away in 2011 and left me alone to tell our story. I will explain how we were led to propose the mechanism, and how it allows for consistent fundamental theories of short range interactions and for building elementary particle masses. It became a cornerstone of the Standard Model and was recen ...
![arXiv:math/0606118v4 [math.PR] 5 Dec 2006](http://s1.studyres.com/store/data/013514025_1-1bac3cda767b4b11f4a6d27e549df5b9-300x300.png)
arXiv:math/0606118v4 [math.PR] 5 Dec 2006
... quantum measurements, the theory of filtering—the extraction of information from noisy observations—plays a fundamental role in quantum feedback control, exactly as in the theory of stochastic control with partial observations [13]. In [9] feedback control was explored in discrete time using the ope ...
... quantum measurements, the theory of filtering—the extraction of information from noisy observations—plays a fundamental role in quantum feedback control, exactly as in the theory of stochastic control with partial observations [13]. In [9] feedback control was explored in discrete time using the ope ...
Certainty relations, mutual entanglement, and nondisplaceable
... with special φ (j ) -dependent internal unitaries Yj allowing for different right phase gates, but the situation described by Corollary 3 seems to be generic. We note in passing that the concept of mutual coherence is related to nonextensibility of mutually unbiased bases [51]. The set of MUBs is ca ...
... with special φ (j ) -dependent internal unitaries Yj allowing for different right phase gates, but the situation described by Corollary 3 seems to be generic. We note in passing that the concept of mutual coherence is related to nonextensibility of mutually unbiased bases [51]. The set of MUBs is ca ...