The Rare Two-Dimensional Materials with Dirac Cones
... physical picture has been verified by the observation of fractal QHE in monolayer[9-10] and bilayer[8] graphene on h-BN when the magnetic length is comparable to the size of the superlattice. Besides for the various QHEs, ultrahigh carrier mobility has also been found in graphene due to the massles ...
... physical picture has been verified by the observation of fractal QHE in monolayer[9-10] and bilayer[8] graphene on h-BN when the magnetic length is comparable to the size of the superlattice. Besides for the various QHEs, ultrahigh carrier mobility has also been found in graphene due to the massles ...
from its mathematical description to its experimental
... [Ter02, HHHH07]1 . Developing techniques to attack this problem is one of the major goals of entanglement theory. A step further of “just” knowing whether a state is entangled is to know how much entangled it is. Following this vein, entanglement quantifiers are a set of rules one applies to a quant ...
... [Ter02, HHHH07]1 . Developing techniques to attack this problem is one of the major goals of entanglement theory. A step further of “just” knowing whether a state is entangled is to know how much entangled it is. Following this vein, entanglement quantifiers are a set of rules one applies to a quant ...
∗ ∗
... The subject of this thesis is the foundations of quantum mechanics. The nice thing about this subject is that it touches upon a number of different disciplines: physics, mathematics, and philosophy. Initially, I started to look upon the subject as a physicist, but gradually the discussion turned mor ...
... The subject of this thesis is the foundations of quantum mechanics. The nice thing about this subject is that it touches upon a number of different disciplines: physics, mathematics, and philosophy. Initially, I started to look upon the subject as a physicist, but gradually the discussion turned mor ...
Nonlocality in multipartite correlation networks LARS ERIK WÜRFLINGER
... where �Cj is a quantum state on r∈Cj Hr for all i. Finally, a state is called k-separable if it can be written as the convex sum of states, each of which is separable with respect to a partition of {1, . . . , n} into k groups. Entanglement is obviously something characteristic of quantum mechanics ...
... where �Cj is a quantum state on r∈Cj Hr for all i. Finally, a state is called k-separable if it can be written as the convex sum of states, each of which is separable with respect to a partition of {1, . . . , n} into k groups. Entanglement is obviously something characteristic of quantum mechanics ...
TrajectoryBased Nonadiabatic Dynamics with TimeDependent
... and Y(r,R,t) is the total wavefunction of the nuclear (labeled 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 equa ...
... and Y(r,R,t) is the total wavefunction of the nuclear (labeled 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 equa ...
Lecture Note - U.I.U.C. Math
... the Knizhnik-Zamilodchikov equation and the corresponding quasi-Hopf algebra, define and study equivalence by a twist, and cite Drinfeld’s classification result. From this result, we deduce the Drinfeld-Kohno theorem about the monodromy of the Knizhik-Zamolodchikov equations. In Lecture 17 we intro ...
... the Knizhnik-Zamilodchikov equation and the corresponding quasi-Hopf algebra, define and study equivalence by a twist, and cite Drinfeld’s classification result. From this result, we deduce the Drinfeld-Kohno theorem about the monodromy of the Knizhik-Zamolodchikov equations. In Lecture 17 we intro ...
1.1 - ChaosBook.org
... coauthored section rather than the entire book, cite it as (for example): C. Chandre, F.K. Diakonos and P. Schmelcher, section “Discrete cyclist relaxation method”, in P. Cvitanović, R. Artuso, R. Mainieri, G. Tanner and G. Vattay, Chaos: Classical and Quantum (Niels Bohr Institute, Copenhagen 2005 ...
... coauthored section rather than the entire book, cite it as (for example): C. Chandre, F.K. Diakonos and P. Schmelcher, section “Discrete cyclist relaxation method”, in P. Cvitanović, R. Artuso, R. Mainieri, G. Tanner and G. Vattay, Chaos: Classical and Quantum (Niels Bohr Institute, Copenhagen 2005 ...
How to detect fluctuating stripes in the high-temperature superconductors E. Fradkin
... In Sec. III (and Appendix A), we consider a theoretically well-understood system, the one-dimensional electron gas (1DEG) in the presence of an impurity. We compute the local density of states, as would be measured in STM, and the dynamical structure factor, and show by this explicit example how the ...
... In Sec. III (and Appendix A), we consider a theoretically well-understood system, the one-dimensional electron gas (1DEG) in the presence of an impurity. We compute the local density of states, as would be measured in STM, and the dynamical structure factor, and show by this explicit example how the ...
J. Foot - Atomic Physics
... introductory university course, e.g. the solution of the Schrödinger equation in three dimensions and perturbation theory. This initial knowledge will be reinforced by many examples in this book; topics generally regarded as difficult at the undergraduate level are explained in some detail, e.g. dege ...
... introductory university course, e.g. the solution of the Schrödinger equation in three dimensions and perturbation theory. This initial knowledge will be reinforced by many examples in this book; topics generally regarded as difficult at the undergraduate level are explained in some detail, e.g. dege ...
electron-proton nonadiabaticity: characterization
... reviews have highlighted progress in understanding these types of processes in various enzymes, such as oxidases and hemes, as well as various biomimetic models.11-17 With the development of sophisticated theoretical and experimental techniques, insight into these types of systems is ...
... reviews have highlighted progress in understanding these types of processes in various enzymes, such as oxidases and hemes, as well as various biomimetic models.11-17 With the development of sophisticated theoretical and experimental techniques, insight into these types of systems is ...
Mechanical Systems - Rose
... The direct approach, also called vectorial dynamics, has the following characteristics: • Force and momentum are primary parameters • Newton’s laws are considered directly so we get vector equations The indirect approach, or variational dynamics (also called analytical dynamics), is an alternative m ...
... The direct approach, also called vectorial dynamics, has the following characteristics: • Force and momentum are primary parameters • Newton’s laws are considered directly so we get vector equations The indirect approach, or variational dynamics (also called analytical dynamics), is an alternative m ...
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Physik-Department Technische Universität München
... my attention was in the “Mathematical Recreations” column, which, at that time, was written by the mathematician Ian Stewart. The article dealt with Fermat’s last theorem. Even if I did not understand a single line on Diophantine equations and I was mostly interested in the intriguing illustration c ...
... my attention was in the “Mathematical Recreations” column, which, at that time, was written by the mathematician Ian Stewart. The article dealt with Fermat’s last theorem. Even if I did not understand a single line on Diophantine equations and I was mostly interested in the intriguing illustration c ...