No. 18 - Department of Mathematics
... Despite the progress obtained, several fundamental questions are still left unanswered. First of all, a systematic way of taking into account the above-mentioned wrapping corrections has not yet been provided, due to their highly complicated nature [22]. Furthermore, no rigorous proof of integrabil ...
... Despite the progress obtained, several fundamental questions are still left unanswered. First of all, a systematic way of taking into account the above-mentioned wrapping corrections has not yet been provided, due to their highly complicated nature [22]. Furthermore, no rigorous proof of integrabil ...
Quantum dynamics of human decision
... For example, if the basis states represent different levels of evidence for a hypothesis, then the Markov process produces a path consisting of a sequence of evidence states. Perhaps it is best to describe this assumption by way of a simple physical example known as the paradox of the recombined bea ...
... For example, if the basis states represent different levels of evidence for a hypothesis, then the Markov process produces a path consisting of a sequence of evidence states. Perhaps it is best to describe this assumption by way of a simple physical example known as the paradox of the recombined bea ...
Life beyond quantum physics
... enfolds in its real power only when we set free the action principle from these constraints, and allow the selection of the endpoint and of the maximal action as well. Liberating the action principle from its straitjacket one can expect to obtain a deeper insight and a broader picture of the most fu ...
... enfolds in its real power only when we set free the action principle from these constraints, and allow the selection of the endpoint and of the maximal action as well. Liberating the action principle from its straitjacket one can expect to obtain a deeper insight and a broader picture of the most fu ...
Geometric Entropy of Self-Gravitating Systems
... recognisable, and it provides in fact a unifying viewpoint. The geometric nature of entropy in GR can be understood only after the problem has been split into two parts, one of them being deeply geometrical provided one gives up a control on the other part. This is not a peculiarity of GR. In any ma ...
... recognisable, and it provides in fact a unifying viewpoint. The geometric nature of entropy in GR can be understood only after the problem has been split into two parts, one of them being deeply geometrical provided one gives up a control on the other part. This is not a peculiarity of GR. In any ma ...
Inner and outer edge states in graphene rings: A numerical
... of the hexagon removed. Recalling that at B = 0 there are no states associated to armchair edges near the Dirac point,9 the central part 共around E = 0兲 of the quantum ring spectrum here is completely different than in the case of zigzag edges 共compare with Fig. 3兲. There are still edge-states subban ...
... of the hexagon removed. Recalling that at B = 0 there are no states associated to armchair edges near the Dirac point,9 the central part 共around E = 0兲 of the quantum ring spectrum here is completely different than in the case of zigzag edges 共compare with Fig. 3兲. There are still edge-states subban ...
1 - arXiv.org
... ~ L,B ). In contrast to the (Z) class case the quantization function contains now two terms. The first originates from the intra-valley, while the second from ...
... ~ L,B ). In contrast to the (Z) class case the quantization function contains now two terms. The first originates from the intra-valley, while the second from ...
Introduction to Quantum Information Science
... Quantum Information Science is the amalgamation of Computer Science, Quantum Physics, and Information Theory, so we will begin by looking at the relevant history of these three elds. At the turn of the 20th Century physicists were trying to explain a plethora of phenomena and experimental results u ...
... Quantum Information Science is the amalgamation of Computer Science, Quantum Physics, and Information Theory, so we will begin by looking at the relevant history of these three elds. At the turn of the 20th Century physicists were trying to explain a plethora of phenomena and experimental results u ...
Theory of quantum light emission from a strongly
... fixed rate can break down as we enter the regime of cavity-quantum electrodynamics (cQED). Motivated in part by the prospect of creating scalable solid-state sources for quantum information science, the semiconductor community has been actively pursuing research related to cQED [2–4]. In particular, ...
... fixed rate can break down as we enter the regime of cavity-quantum electrodynamics (cQED). Motivated in part by the prospect of creating scalable solid-state sources for quantum information science, the semiconductor community has been actively pursuing research related to cQED [2–4]. In particular, ...
The potential quark model in theory of resonances
... • The complex energy is an appropriate tool in the studying of resonances. • A resonance is supposed to take place at E and to have “half–value breath” Г/2 [2]. • The imaginary part Г was associated with the inverse of the lifetime Г = 1/τ. • Such ‘decaying states’ were the first application of quant ...
... • The complex energy is an appropriate tool in the studying of resonances. • A resonance is supposed to take place at E and to have “half–value breath” Г/2 [2]. • The imaginary part Г was associated with the inverse of the lifetime Г = 1/τ. • Such ‘decaying states’ were the first application of quant ...
Modern Physics, the Beginning, and Creation Stephen M. Barr
... Second, the fact that entropy always increases with time is counterbalanced by the fact that the volume of three-dimensional space is also always increasing. Thus the entropy may always be increasing, whereas the density of entropy (i.e. entropy per volume) can be the same in every cycle, and the cy ...
... Second, the fact that entropy always increases with time is counterbalanced by the fact that the volume of three-dimensional space is also always increasing. Thus the entropy may always be increasing, whereas the density of entropy (i.e. entropy per volume) can be the same in every cycle, and the cy ...
