Principles of Quantum Universe
... nonlinear realization of affine and conformal symmetries. In Chapter 5 the generally accepted Dirac – Bargmann’s Hamiltonian formulation is presented; it is adapted to the gravitation theory, deduced in Chapter 4. In Chapter 6 a quantum cosmological model is studied which appeared in the empty Univers ...
... nonlinear realization of affine and conformal symmetries. In Chapter 5 the generally accepted Dirac – Bargmann’s Hamiltonian formulation is presented; it is adapted to the gravitation theory, deduced in Chapter 4. In Chapter 6 a quantum cosmological model is studied which appeared in the empty Univers ...
Theory and experimental verification of Kapitza-Dirac-Talbot
... energy gets stored for a rather long time, either in metastable excited states or, after rapid internal conversion, in the vibrational degrees of freedom, which do not decay over the time scale of the experiment. The associated transverse momentum transfer is then an integer multiple of the photon m ...
... energy gets stored for a rather long time, either in metastable excited states or, after rapid internal conversion, in the vibrational degrees of freedom, which do not decay over the time scale of the experiment. The associated transverse momentum transfer is then an integer multiple of the photon m ...
A Quantum-mechanical Model of Histone Modification in Gene
... A quantum mechanical model on histone modification is proposed. Along with the methyl / acetate or other groups bound to the modified residues the torsion angles of the nearby histone chain are supposed to participate in the quantum transition cooperatively. The transition rate W is calculated based ...
... A quantum mechanical model on histone modification is proposed. Along with the methyl / acetate or other groups bound to the modified residues the torsion angles of the nearby histone chain are supposed to participate in the quantum transition cooperatively. The transition rate W is calculated based ...
Chapter 2 Challenging the Boundaries between Classical and
... variations could be computed using the tools of ordinary mechanics. This division into two separate mechanisms mirrored a distinction that Bohr introduced in his trilogy between the “true emission of light” and the “scattering of light.” Bohr employed this dichotomy to characterize the ordinary line ...
... variations could be computed using the tools of ordinary mechanics. This division into two separate mechanisms mirrored a distinction that Bohr introduced in his trilogy between the “true emission of light” and the “scattering of light.” Bohr employed this dichotomy to characterize the ordinary line ...
Theory Construction and Experimentation in High Energy Particle
... are cases in scientific practice where TDE is valid, I disagree with the view that every experiment in science is performed as described by TDE. Rather, I think that while experimentation is theory-laden, apart from testing predictions of scientific theories, it might contribute to theorizing in di ...
... are cases in scientific practice where TDE is valid, I disagree with the view that every experiment in science is performed as described by TDE. Rather, I think that while experimentation is theory-laden, apart from testing predictions of scientific theories, it might contribute to theorizing in di ...
Lecture (12) - MIT OpenCourseWare
... Exercise 2.11.1. Show that for any M ∈ M the object Hom(M, M ) with the multiplication defined above is an algebra (in particular, define the unit morphism!). Theorem 2.11.2. Let M be a module category over C, and assume that M ∈ M satisfies two conditions: 1. The functor Hom(M, •) is right exact (note ...
... Exercise 2.11.1. Show that for any M ∈ M the object Hom(M, M ) with the multiplication defined above is an algebra (in particular, define the unit morphism!). Theorem 2.11.2. Let M be a module category over C, and assume that M ∈ M satisfies two conditions: 1. The functor Hom(M, •) is right exact (note ...
A THEORY OF DEDUCTION FOR QUANTUM MECHANICS Abstract
... light of the fact that both kinds of observables allow a value from their spectra to be a result of a measurement which, however, cannot in general be attributed to a particular property of a measured individual system in a particular state. It is undoubtedly true that eingevalues of a projector can ...
... light of the fact that both kinds of observables allow a value from their spectra to be a result of a measurement which, however, cannot in general be attributed to a particular property of a measured individual system in a particular state. It is undoubtedly true that eingevalues of a projector can ...
Quantum correlations
... The optimization is over all possible measurements Π In general, it is very difficult to identify the optimal measurement disturbs the systems - and correlations - the least; this makes a nontrivial technical issue in computing ...
... The optimization is over all possible measurements Π In general, it is very difficult to identify the optimal measurement disturbs the systems - and correlations - the least; this makes a nontrivial technical issue in computing ...
Underdetermination as a Path to Ontic Structural Realism 1
... possibility of specifying which label is associated with which individual; on the alternative, we don’t have individuals at all. Only in the former case does some form of causal theory of reference get any purchase, but it’s tenuous at best. And given that the physics cannot tell us which case corre ...
... possibility of specifying which label is associated with which individual; on the alternative, we don’t have individuals at all. Only in the former case does some form of causal theory of reference get any purchase, but it’s tenuous at best. And given that the physics cannot tell us which case corre ...
Abstract: - QCCQI 2008
... a single quantum of motion can approach 100 kHz and exceed both the electronic spin coherence time ($T_2 \sim 1$ ms) and the intrinsic damping rate, $\kappa = \omega_r/Q$, of high$Q$ mechanical resonators. In this regime, the spin becomes strongly coupled to mechanical motion in direct analogy to st ...
... a single quantum of motion can approach 100 kHz and exceed both the electronic spin coherence time ($T_2 \sim 1$ ms) and the intrinsic damping rate, $\kappa = \omega_r/Q$, of high$Q$ mechanical resonators. In this regime, the spin becomes strongly coupled to mechanical motion in direct analogy to st ...
Earman, John, "Aspects of Determinism in Modern Physics"
... small subset B ⊂ O of basic occurrent magnitudes, the assumption being that the remaining ones supervene on those of B.7 This is hardly surprising if, as has been claimed, simplicity is a crucial feature of physical laws. Hermann Weyl shared the conviction that simplicity must figure into an account ...
... small subset B ⊂ O of basic occurrent magnitudes, the assumption being that the remaining ones supervene on those of B.7 This is hardly surprising if, as has been claimed, simplicity is a crucial feature of physical laws. Hermann Weyl shared the conviction that simplicity must figure into an account ...
quantum transition-state theory. II. Recovery of the exact quantum
... groundbreaking9, 13–17 ). The scattering theory is employed merely as a derivational tool, exploiting the property that the flux-side plateau in a scattering system extends to infinite time, which makes derivation of the rate straightforward. The results thus derived can be applied in the condensed ...
... groundbreaking9, 13–17 ). The scattering theory is employed merely as a derivational tool, exploiting the property that the flux-side plateau in a scattering system extends to infinite time, which makes derivation of the rate straightforward. The results thus derived can be applied in the condensed ...
On the minimum quantum dimension for a given quantum correlation
... ◦ Dimension is a most fundamental quantum property ◦ Dimension is a kind of computational resource ...
... ◦ Dimension is a most fundamental quantum property ◦ Dimension is a kind of computational resource ...
![This article was downloaded by:[Michigan State University Libraries]](http://s1.studyres.com/store/data/008913809_1-a676ff77441c84373c2335bdc5185bf6-300x300.png)
Spin Foam Models for Quantum Gravity
... According to the (background dependent) perspective of standard QFT [2], non renormalizability signals the inconsistency of the theory at high energies to be corrected by a more fundamental theory in the UV regime. A classical example of this is Fermi’s fourfermion theory as an effective description ...
... According to the (background dependent) perspective of standard QFT [2], non renormalizability signals the inconsistency of the theory at high energies to be corrected by a more fundamental theory in the UV regime. A classical example of this is Fermi’s fourfermion theory as an effective description ...
Quantum Computation and Algorithms
... quantum computing is a new computational paradigm created by reformulating information and computation in a quantum mechanical framework[3]. Now, quantum mechanics is a mathematical framework or a set of rules that helps us to construct physical theories. Here, we have used quantum mechanics to buil ...
... quantum computing is a new computational paradigm created by reformulating information and computation in a quantum mechanical framework[3]. Now, quantum mechanics is a mathematical framework or a set of rules that helps us to construct physical theories. Here, we have used quantum mechanics to buil ...