Introduction - the Max Planck Institute for the Physics of Complex
... analyze the ES of Laughlin states on the torus and show that it is arranged in towers, each of which is generated by modes of two spatially separated chiral edges. This structure is present for all torus circumferences, which allows for a microscopic identification of the prominent features of the s ...
... analyze the ES of Laughlin states on the torus and show that it is arranged in towers, each of which is generated by modes of two spatially separated chiral edges. This structure is present for all torus circumferences, which allows for a microscopic identification of the prominent features of the s ...
Adiabatic Geometric Phases and Response Functions
... spectrum are met with. The finite size of the system explicitly manifests itself in terms of the sum over periodic orbits. Thus, yet another way to look at our relations (9) and (20) is that these relations are offsprings of finite-size and spectral continuity— a stylized version of thermodynamic li ...
... spectrum are met with. The finite size of the system explicitly manifests itself in terms of the sum over periodic orbits. Thus, yet another way to look at our relations (9) and (20) is that these relations are offsprings of finite-size and spectral continuity— a stylized version of thermodynamic li ...
Michael - Southeast Missouri State University
... Abstract: In this presentation, we consider a higher order functional difference equation on Z with a parameter lambda. Sufficient conditions are obtained for the existence of at least one or two positive periodic solutions. The proof utilizes a fixed-point theorem. ...
... Abstract: In this presentation, we consider a higher order functional difference equation on Z with a parameter lambda. Sufficient conditions are obtained for the existence of at least one or two positive periodic solutions. The proof utilizes a fixed-point theorem. ...
The Quantum Hall Effect in Graphene
... called the Hall voltage and the resistivity of the conductor depends linearly on the magnetic field strength. This is known as the classical Hall effect. In 1980, Klaus von Klitzing discovered that at low temperatures and high magnetic field strength, the plot of resistivity vs. applied magnetic fie ...
... called the Hall voltage and the resistivity of the conductor depends linearly on the magnetic field strength. This is known as the classical Hall effect. In 1980, Klaus von Klitzing discovered that at low temperatures and high magnetic field strength, the plot of resistivity vs. applied magnetic fie ...
Nuclear Physics - University of Houston
... •One of the fundamental driving philosophies of physics is the assumption that these interactions can be “unified” •Two of these are manifestations of the same force (electroweak) •QCD is patterned after the electroweak interaction (gauge theory) •Gravity still lies outside a quantum theory •The new ...
... •One of the fundamental driving philosophies of physics is the assumption that these interactions can be “unified” •Two of these are manifestations of the same force (electroweak) •QCD is patterned after the electroweak interaction (gauge theory) •Gravity still lies outside a quantum theory •The new ...
Who Invented the Copenhagen Interpretation? A Study in Mythology
... is independent of the means of observation. We are here faced with an epistemological problem quite new in natural philosophy, where all description of experience has so far been based on the assumption, already inherent in ordinary conventions of language, that it is possible to distinguish sharply ...
... is independent of the means of observation. We are here faced with an epistemological problem quite new in natural philosophy, where all description of experience has so far been based on the assumption, already inherent in ordinary conventions of language, that it is possible to distinguish sharply ...
Decoherence at absolute zero
... In other words, one is led to an understanding of the transition of an initial pure state into an incoherent mixture of states within the realm of quantum theory. Secondly, since this loss of coherence is very slow, we find that the effect of quantum zero point fluctuations on decoherence is conside ...
... In other words, one is led to an understanding of the transition of an initial pure state into an incoherent mixture of states within the realm of quantum theory. Secondly, since this loss of coherence is very slow, we find that the effect of quantum zero point fluctuations on decoherence is conside ...
What Could You Do With A Quantum Computer?
... “...trying to find a computer simulation of physics, seems to me to be an excellent program to follow out...and I'm not happy with all the analyses that go with just the classical theory, because nature isn’t classical, dammit, and if you want to make a simulation of nature, you'd better make it qua ...
... “...trying to find a computer simulation of physics, seems to me to be an excellent program to follow out...and I'm not happy with all the analyses that go with just the classical theory, because nature isn’t classical, dammit, and if you want to make a simulation of nature, you'd better make it qua ...
CHAPTER 2: PARTICLE IN A CENTRAL POTENTIAL. THE
... We will be dealing with the following three topics: A) Stationary states of a particle in a central potential ...
... We will be dealing with the following three topics: A) Stationary states of a particle in a central potential ...
Quantum Algorithms and Cryptography
... • quantum information theory: entropy, channels, coding, capacity, etc. for the setting of communicating quantum data (or classical data with quantum means); • quantum cryptography: using quantum mechanics to perform cryptographic tasks that are provably impossible classically; • quantum complexity: ...
... • quantum information theory: entropy, channels, coding, capacity, etc. for the setting of communicating quantum data (or classical data with quantum means); • quantum cryptography: using quantum mechanics to perform cryptographic tasks that are provably impossible classically; • quantum complexity: ...
Anderson transition ???????? Critical Statistics
... are universally described by random matrix theory. With the help of the one parameter scaling theory we propose an alternative characterization of this universality class. It is also identified the universality class associated to the metal-insulator transition. In low dimensions it is characterized ...
... are universally described by random matrix theory. With the help of the one parameter scaling theory we propose an alternative characterization of this universality class. It is also identified the universality class associated to the metal-insulator transition. In low dimensions it is characterized ...