Inherent Properties and Statistics with Individual Particles in
... This paper puts forward the hypothesis that the distinctive features of quantum statistics are exclusively determined by the nature of the properties it describes. In particular, all statistically relevant properties of identical quantum particles in many-particle systems are conjectured to be irred ...
... This paper puts forward the hypothesis that the distinctive features of quantum statistics are exclusively determined by the nature of the properties it describes. In particular, all statistically relevant properties of identical quantum particles in many-particle systems are conjectured to be irred ...
An Exploration of Powerful Power of Thought Experiences
... internal feeling and releasing the desire for the manifestation (M) is routinely suggested as directly related to how quickly and thoroughly it comes about (e.g., Braden, 2006; Maurey, 1990; Boone, 1992). Support within Quantum Mechanics So, can we find theoretical support for any of these notions w ...
... internal feeling and releasing the desire for the manifestation (M) is routinely suggested as directly related to how quickly and thoroughly it comes about (e.g., Braden, 2006; Maurey, 1990; Boone, 1992). Support within Quantum Mechanics So, can we find theoretical support for any of these notions w ...
Proof that Casimir force does not originate from vacuum energy
... Thus, even though Aµ does not have an explicit dependence on φ, it depends on φ implicitly due to (17). Inserting (17) into the expression for Hem (A, πA ) one gets the quantity H̃em (φ) = Hem (Ã(φ), π̃A (φ)). ...
... Thus, even though Aµ does not have an explicit dependence on φ, it depends on φ implicitly due to (17). Inserting (17) into the expression for Hem (A, πA ) one gets the quantity H̃em (φ) = Hem (Ã(φ), π̃A (φ)). ...
Particle Spin and the Stern
... extended in space, i.e. the spinning sphere example has a non-zero radius. If we try to extend the idea to a point particle by taking the limit of a → 0 we immediately see that the spin angular momentum must vanish unless ω is allowed to be infinitely large. If we exclude this last possibility, then ...
... extended in space, i.e. the spinning sphere example has a non-zero radius. If we try to extend the idea to a point particle by taking the limit of a → 0 we immediately see that the spin angular momentum must vanish unless ω is allowed to be infinitely large. If we exclude this last possibility, then ...
BLIND QUANTUM COMPUTATION 1. Introduction and Background
... than conjectures on computational hardness. One exciting example of such an application is the idea of Universal Blind Quantum Computation.[ABE08][BFK09] 2. Blind Quantum Computation as a Quantum Interactive Proof Model One initial discussion of Blind Quantum Computation is due to Aharonov, Ben-Or, ...
... than conjectures on computational hardness. One exciting example of such an application is the idea of Universal Blind Quantum Computation.[ABE08][BFK09] 2. Blind Quantum Computation as a Quantum Interactive Proof Model One initial discussion of Blind Quantum Computation is due to Aharonov, Ben-Or, ...
Hong-Ou-Mandel interference mediated by the magnetic plasmon waves in a three-dimensional
... systems cannot provide, such as bulk index and complicated spatial couplings [6–9]. The transmission peaks directly result from the exciting of the MPWs in the 3D optical metamaterial sample, because the theoretical transmittance through the slab of silver with same thickness and same size of holes ...
... systems cannot provide, such as bulk index and complicated spatial couplings [6–9]. The transmission peaks directly result from the exciting of the MPWs in the 3D optical metamaterial sample, because the theoretical transmittance through the slab of silver with same thickness and same size of holes ...
Chapter 7 Probability Amplitudes
... The notion of the state of a system is a central one in both classical and quantum physics, though it is often possible to live with only an intuitive idea of what it means. However, it proves to be important here to have the concept of the state of a system clearly defined. Ideally, specifying the ...
... The notion of the state of a system is a central one in both classical and quantum physics, though it is often possible to live with only an intuitive idea of what it means. However, it proves to be important here to have the concept of the state of a system clearly defined. Ideally, specifying the ...
A limit relation for quantum entropy, and channel capacity per unit cost
... interpreted as total randomization over the n subsystems (molecules). A thermodynamical argument showed that the thermodynamical entropy of the system increased by S (k). This motivated the conjecture that the increase of the \informatic entropy", given by the left-hand-side of (1), also equals S ...
... interpreted as total randomization over the n subsystems (molecules). A thermodynamical argument showed that the thermodynamical entropy of the system increased by S (k). This motivated the conjecture that the increase of the \informatic entropy", given by the left-hand-side of (1), also equals S ...
Kepler`s Laws
... Newton (1642–1727). In his treatise, Newton invented the calculus, and applied his results to solve several problems in physics. The ideas set forth by Newton in that book probably represent one of the greatest intellectual achievements of all time. Kepler’s first two laws were announced in 1609: Kep ...
... Newton (1642–1727). In his treatise, Newton invented the calculus, and applied his results to solve several problems in physics. The ideas set forth by Newton in that book probably represent one of the greatest intellectual achievements of all time. Kepler’s first two laws were announced in 1609: Kep ...