Magnetic Monopoles - Caltech Particle Theory
... the monopole, virtual W and Z bosons have important effects on its interactions with other particles. The monopole is also a hadron; it has a color magnetic field that extends out to distances of order 10- 1 3 cm, and then becomes screened by nonperturbative strong-interaction effects. And, because ...
... the monopole, virtual W and Z bosons have important effects on its interactions with other particles. The monopole is also a hadron; it has a color magnetic field that extends out to distances of order 10- 1 3 cm, and then becomes screened by nonperturbative strong-interaction effects. And, because ...
Multiple-User Quantum Information Theory for Optical Communication Channels Saikat Guha
... Guha, and no words are enough to thank them. Throughout my childhood, my father, being a physicist himself, would always give answers patiently, though very accurately, to all my naive and silly questions. I still remember the day I learned about inertia, when I asked him why the ceiling fan, unlike ...
... Guha, and no words are enough to thank them. Throughout my childhood, my father, being a physicist himself, would always give answers patiently, though very accurately, to all my naive and silly questions. I still remember the day I learned about inertia, when I asked him why the ceiling fan, unlike ...
gravity theory based on mass–energy equivalence
... In this theory, an object is a mass density field in the fabric of space (FS) that satisfies mass–energy equivalence. In contrast with General Relativity (GR), the theory posits a preferred reference frame — namely the reference frame in which the FS is at rest. Also in contrast with GR, gravity bet ...
... In this theory, an object is a mass density field in the fabric of space (FS) that satisfies mass–energy equivalence. In contrast with General Relativity (GR), the theory posits a preferred reference frame — namely the reference frame in which the FS is at rest. Also in contrast with GR, gravity bet ...
Topological phases and polaron physics in ultra cold quantum gases
... – ultimately believe to include even as complex phenomena as human life. One key challenge today is to understand what di↵erent phases of matter can exist in the context of non-relativistic many-body quantum mechanics (at equilibrium). Until recently there have been two main approaches to unravel th ...
... – ultimately believe to include even as complex phenomena as human life. One key challenge today is to understand what di↵erent phases of matter can exist in the context of non-relativistic many-body quantum mechanics (at equilibrium). Until recently there have been two main approaches to unravel th ...
18 electric charge and electric field
... shown. An artist’s conception of an electron and a proton illustrate the particles carrying the negative and positive charges. We cannot really see these particles with visible light because they are so small (the electron seems to be an infinitesimal point), but we know a great deal about their mea ...
... shown. An artist’s conception of an electron and a proton illustrate the particles carrying the negative and positive charges. We cannot really see these particles with visible light because they are so small (the electron seems to be an infinitesimal point), but we know a great deal about their mea ...
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... This module introduces the basic elements of extragalactic astronomy and observational cosmology. The first half of the module includes the morphological, structural and spectral properties of ell ...
... This module introduces the basic elements of extragalactic astronomy and observational cosmology. The first half of the module includes the morphological, structural and spectral properties of ell ...
Resource Theory of Coherence
... We generalize the recently proposed resource theory of coherence (or superposition) [Baumgratz, Cramer & Plenio, Phys. Rev. Lett. 113:140401; Winter & Yang, Phys. Rev. Lett. 116:120404] to the setting where not only the free (“incoherent”) resources, but also the objects manipulated, are quantum ope ...
... We generalize the recently proposed resource theory of coherence (or superposition) [Baumgratz, Cramer & Plenio, Phys. Rev. Lett. 113:140401; Winter & Yang, Phys. Rev. Lett. 116:120404] to the setting where not only the free (“incoherent”) resources, but also the objects manipulated, are quantum ope ...
Full text in PDF form
... an isolated system is represented in quantum mechanics by a state vector that conveys statistical predictions for possible measurement outcomes. Consequently, it is the state vector which we regard as an information (alternatively, predictions and uncertainty) resource and therefore questions like, ...
... an isolated system is represented in quantum mechanics by a state vector that conveys statistical predictions for possible measurement outcomes. Consequently, it is the state vector which we regard as an information (alternatively, predictions and uncertainty) resource and therefore questions like, ...
The presentation template
... Both speakers yesterday referred to how Schrödinger coined the term “entanglement” in 1935 (or earlier) "When two systems, …… enter into temporary physical interaction due to known forces between them, and …… separate again, then they can no longer be described in the same way as before, viz. by end ...
... Both speakers yesterday referred to how Schrödinger coined the term “entanglement” in 1935 (or earlier) "When two systems, …… enter into temporary physical interaction due to known forces between them, and …… separate again, then they can no longer be described in the same way as before, viz. by end ...
Generation of Spin Squeezing in an Ensemble of Cold
... centuries and even millennia to improve the present technology towards a better one. At the advent of quantum mechanics it was perceived that there exists, in fact, a limitation implied by nature, in recent times referred to as standard quantum limit [1]. Many decades later, it was realized that qua ...
... centuries and even millennia to improve the present technology towards a better one. At the advent of quantum mechanics it was perceived that there exists, in fact, a limitation implied by nature, in recent times referred to as standard quantum limit [1]. Many decades later, it was realized that qua ...
Nernst effect in metals and superconductors: a review of concepts
... thermoelectric cooling starting from room temperature is still held by an Ettingshausen cooler[5], albeit in a magnetic field as strong as 11 T, which severely limits potential applications. From a fundamental perspective, the Nernst effect attracted much attention following the discovery of a sizea ...
... thermoelectric cooling starting from room temperature is still held by an Ettingshausen cooler[5], albeit in a magnetic field as strong as 11 T, which severely limits potential applications. From a fundamental perspective, the Nernst effect attracted much attention following the discovery of a sizea ...
TrajectoryBased Nonadiabatic Dynamics with TimeDependent
... with g and z) and electronic (labeled with i and j) degrees of freedom. In the following, atomic units will be used except for the reduced Planck constant h, which will be kept for clarity. In this first section, we will derive the equations of motion for the nuclear (slow) and electronic (fast) de ...
... with g and z) and electronic (labeled with i and j) degrees of freedom. In the following, atomic units will be used except for the reduced Planck constant h, which will be kept for clarity. In this first section, we will derive the equations of motion for the nuclear (slow) and electronic (fast) de ...
Quantum Techniques for Stochastic Mechanics
... quantities’—quantitites that do not change with time—let us construct many equilibrium solutions of the rate equation other than those given by the Anderson– Craciun–Kurtz theorem. Conserved quantities are very important in quantum mechanics, and they are related to symmetries by a result called Noe ...
... quantities’—quantitites that do not change with time—let us construct many equilibrium solutions of the rate equation other than those given by the Anderson– Craciun–Kurtz theorem. Conserved quantities are very important in quantum mechanics, and they are related to symmetries by a result called Noe ...