Quantum Physical Symbol Systems
... interpretation. Symbol structures can designate objects in the world external to the system, thus allowing the system to affect and/or be affected by the designated object. Symbol structures designating a sequence of actions can be interpreted, thus allowing the system either to act in the world or ...
... interpretation. Symbol structures can designate objects in the world external to the system, thus allowing the system to affect and/or be affected by the designated object. Symbol structures designating a sequence of actions can be interpreted, thus allowing the system either to act in the world or ...
full text
... Monodromy prevents defining the global second quantum number for the entire lattice of quantum states of the spherical pendulum system. Using the elementary cell continuation method in Sec. I C. we can of course define smooth sequences of states, but we will fail when we try to extend them to the wh ...
... Monodromy prevents defining the global second quantum number for the entire lattice of quantum states of the spherical pendulum system. Using the elementary cell continuation method in Sec. I C. we can of course define smooth sequences of states, but we will fail when we try to extend them to the wh ...
![arXiv:0905.2946v1 [cond-mat.str-el] 18 May 2009](http://s1.studyres.com/store/data/003310684_1-f6852d9094cc4ebe5853c88b867e67b0-300x300.png)
A quantum-mechanical heat engine operating in finite time. A model
... Eitan Geva and Ronnie Kosloff Department of Physical Chemistry and The Fritz Haber Research Centerfor MolecuIar Dynamics, ...
... Eitan Geva and Ronnie Kosloff Department of Physical Chemistry and The Fritz Haber Research Centerfor MolecuIar Dynamics, ...
1 Introduction : Phase transitions in 2D electron systems 2
... observed (Fig. 1). This is known as the Integer Quantum Hall Effect (IQHE) [2] [3]. ...
... observed (Fig. 1). This is known as the Integer Quantum Hall Effect (IQHE) [2] [3]. ...
geometrization of electromagnetism in tetrad-spin
... field obtains the same geometric status as the gravitational field [1]. The geometry of general relativity is that of a four-dimensional Riemannian manifold, i.e. equipped with a symmetric metric-tensor field and an affine connection that is torsionless and metric compatible. In order to combine gra ...
... field obtains the same geometric status as the gravitational field [1]. The geometry of general relativity is that of a four-dimensional Riemannian manifold, i.e. equipped with a symmetric metric-tensor field and an affine connection that is torsionless and metric compatible. In order to combine gra ...
I am grateful to Mike Weismann for guiding much of this discussion
... protagonists each had their own ideas, but the orthodox view has common components. Since measurement provided the link between the classical physical world and a quantum mechanical interpretation, a complete treatment was taken as demanding a formal description of the evolution between states acces ...
... protagonists each had their own ideas, but the orthodox view has common components. Since measurement provided the link between the classical physical world and a quantum mechanical interpretation, a complete treatment was taken as demanding a formal description of the evolution between states acces ...
Quantum dynamics of human decision
... coordinate in the jth row corresponding to the basis vector |jS. The squared length of c must be unity, jcj2 ¼ 1, so that the collection of squared amplitudes produces a probability distribution over the basis states. The state space of the quantum system is defined as the set of all linear combinati ...
... coordinate in the jth row corresponding to the basis vector |jS. The squared length of c must be unity, jcj2 ¼ 1, so that the collection of squared amplitudes produces a probability distribution over the basis states. The state space of the quantum system is defined as the set of all linear combinati ...
Quantum critical phenomena and stability of atomic and molecular
... c 2000 Taylor & Francis Ltd http:/ / www.tandf.co.uk/ journals/ tf/ 0144235X.html ...
... c 2000 Taylor & Francis Ltd http:/ / www.tandf.co.uk/ journals/ tf/ 0144235X.html ...
Lecture Notes in Quantum Mechanics Doron Cohen
... The Lorentz force dependents on the velocity of the particle. This seems arbitrary and counter intuitive, but we shall see in the future how it can be derived from general and fairly simple considerations. In analytical mechanics it is customary to derive the above equation from a Lagrangian. Altern ...
... The Lorentz force dependents on the velocity of the particle. This seems arbitrary and counter intuitive, but we shall see in the future how it can be derived from general and fairly simple considerations. In analytical mechanics it is customary to derive the above equation from a Lagrangian. Altern ...
Hypergroups and Quantum Bessel Processes of Non
... The dimension of the Bessel process with index µ is δ = 2(µ + 1) and a common notation for the Bessel process with the dimension δ is BES(δ). It is well known that the notion of the Bessel process makes sense for any real number δ and that the Bessel processes of integer dimension δ ≥ 2 are the radi ...
... The dimension of the Bessel process with index µ is δ = 2(µ + 1) and a common notation for the Bessel process with the dimension δ is BES(δ). It is well known that the notion of the Bessel process makes sense for any real number δ and that the Bessel processes of integer dimension δ ≥ 2 are the radi ...