Indecomposable Representations of the Square
... where C1 is an arbitrary constant, and the subscripts of ni and a± i (i = 1 or 2) have been discarded. Similar approach can be used to treat R−1±1 . Under the action of representations ρ̃ of R−1±1 , any point (k10 , k20 ) in the lattice pattern of {F (k1 , k2 )} moves only along a ray with its start ...
... where C1 is an arbitrary constant, and the subscripts of ni and a± i (i = 1 or 2) have been discarded. Similar approach can be used to treat R−1±1 . Under the action of representations ρ̃ of R−1±1 , any point (k10 , k20 ) in the lattice pattern of {F (k1 , k2 )} moves only along a ray with its start ...
ppt - Pavel Stránský
... M.V. Berry, M.Tabor, Proc. Roy. Soc. A 356, 375 (1977) O. Bohigas, M. J. Giannoni, C. Schmit, Phys. Rev. Lett. 52 (1984), 1 ...
... M.V. Berry, M.Tabor, Proc. Roy. Soc. A 356, 375 (1977) O. Bohigas, M. J. Giannoni, C. Schmit, Phys. Rev. Lett. 52 (1984), 1 ...
On the conundrum of deriving exact solutions from approximate
... equations are in general not easy to deal with and, accordingly, only a few exact solutions exist in dissipative quantum mechanics, e.g. for the dissipative harmonic oscillator [12–15] and its parametrically driven version [16]. Recently, an exact solution has been found also for the dissipative Lan ...
... equations are in general not easy to deal with and, accordingly, only a few exact solutions exist in dissipative quantum mechanics, e.g. for the dissipative harmonic oscillator [12–15] and its parametrically driven version [16]. Recently, an exact solution has been found also for the dissipative Lan ...
Last Time… - UW-Madison Department of Physics
... Particle in box question A particle in a box has a mass m. Its energy is all kinetic = p2/2m. Just saw that momentum in state n is npo. It’s energy levels A. are equally spaced everywhere B. get farther apart at higher energy C. get closer together at higher energy. ...
... Particle in box question A particle in a box has a mass m. Its energy is all kinetic = p2/2m. Just saw that momentum in state n is npo. It’s energy levels A. are equally spaced everywhere B. get farther apart at higher energy C. get closer together at higher energy. ...
The speed of quantum information and the preferred frame
... relativity manifests itself in two classes of theoretical problems. The first class of problems can be labelled “the search for a covariant description of the measurement process”. Possibly the best-known example is the impossibility of a causal description of the collapse in an EPR experiment that ...
... relativity manifests itself in two classes of theoretical problems. The first class of problems can be labelled “the search for a covariant description of the measurement process”. Possibly the best-known example is the impossibility of a causal description of the collapse in an EPR experiment that ...
Dissipative decoherence in the Grover algorithm
... by the random matrix theory [10]. The two former classes are related to unitary errors. However, there is also the third class which corresponds to the case of nonunitary errors typical to the case of dissipative decoherence. This type of errors has been studied recently for the quantum baker map [1 ...
... by the random matrix theory [10]. The two former classes are related to unitary errors. However, there is also the third class which corresponds to the case of nonunitary errors typical to the case of dissipative decoherence. This type of errors has been studied recently for the quantum baker map [1 ...
Transition amplitudes versus transition probabilities and a
... take the limit, when the advanced time v = t + r tends to +00, or the retarded time u = t - r tends to -00 while the retarded time (in the first case), or the advanced time (in the second case) is held fixed. Upon comparing the formulae (15.8) and (15.10), we notice one additional important differen ...
... take the limit, when the advanced time v = t + r tends to +00, or the retarded time u = t - r tends to -00 while the retarded time (in the first case), or the advanced time (in the second case) is held fixed. Upon comparing the formulae (15.8) and (15.10), we notice one additional important differen ...
Can a quantum state over time resemble a quantum state at a single
... We begin with the simplest situation in which to discuss the construction of a quantum state over time: a single system considered at two different times, as depicted in Fig. 1. Whereas Hilbert spaces are conventionally associated with systems that persist over time, we shall here associate Hilbert ...
... We begin with the simplest situation in which to discuss the construction of a quantum state over time: a single system considered at two different times, as depicted in Fig. 1. Whereas Hilbert spaces are conventionally associated with systems that persist over time, we shall here associate Hilbert ...
De Broglie-Bohm Theory: A Hidden Variables Approach to Quantum
... of experiments and what it actually means to make a measurement. De Broglie-Bohm theory puts quantum mechanics on a sturdy mathematical foundation since all the theory requires as postulates are the Schrödinger equation and the guiding equation. All else follows as secondary implications and can be ...
... of experiments and what it actually means to make a measurement. De Broglie-Bohm theory puts quantum mechanics on a sturdy mathematical foundation since all the theory requires as postulates are the Schrödinger equation and the guiding equation. All else follows as secondary implications and can be ...
English
... system such as an electron is distributed throughout space, and the charge density in each position is proportional to the modulus square of the wave function of the system there. Historically, the charge density interpretation for electrons was originally suggested by Schrödinger when he introduced ...
... system such as an electron is distributed throughout space, and the charge density in each position is proportional to the modulus square of the wave function of the system there. Historically, the charge density interpretation for electrons was originally suggested by Schrödinger when he introduced ...
The lattice structure of quantum logics
... modular, complete, atomic ortholattice into fl, preserving the partial ordering, the orthocomplementation and all joins of ~. One can treat !i as a new, extended logic of the system, satisfying all The described extension regularity conditions usually assumed for procedure takes, however, into consi ...
... modular, complete, atomic ortholattice into fl, preserving the partial ordering, the orthocomplementation and all joins of ~. One can treat !i as a new, extended logic of the system, satisfying all The described extension regularity conditions usually assumed for procedure takes, however, into consi ...
