Two-body momentum correlations in a weakly interacting one
... interactions. Section III summarizes the known results in the regime of a true condensate. In Sec. IV, we show that the correlations between opposite momenta, which exist in the case of a true BEC, disappear in the quasicondensate regime. Here we first use a simple model of a quasicondensate (Sec. I ...
... interactions. Section III summarizes the known results in the regime of a true condensate. In Sec. IV, we show that the correlations between opposite momenta, which exist in the case of a true BEC, disappear in the quasicondensate regime. Here we first use a simple model of a quasicondensate (Sec. I ...
MU08-CHAPTER6.doc
... time always is a multiple values of Planck's constant. This principle has been miss-interpreted as a limiting property of nature itself, not just as a limit of measurements on atomic level or in atomic systems. The principle- originally deduced from the atomic milieu - later on has been applied as c ...
... time always is a multiple values of Planck's constant. This principle has been miss-interpreted as a limiting property of nature itself, not just as a limit of measurements on atomic level or in atomic systems. The principle- originally deduced from the atomic milieu - later on has been applied as c ...
Lectures on Quantum Chromodynamics
... Units and conversion factors . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 107 Covariant notation (c = 1) . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ...
... Units and conversion factors . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 107 Covariant notation (c = 1) . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ...
Experiment and the foundations of quantum physics
... A recent experiment (Dopfer, 1998) used the socalled process of parametric down conversion to create entangled pairs of photons (Fig. 3) where a UV beam entering a nonlinear optical crystal spontaneously creates pairs of photons such that the sum of their linear momenta is constant. In type-I parame ...
... A recent experiment (Dopfer, 1998) used the socalled process of parametric down conversion to create entangled pairs of photons (Fig. 3) where a UV beam entering a nonlinear optical crystal spontaneously creates pairs of photons such that the sum of their linear momenta is constant. In type-I parame ...
Deriving time dependent Schrödinger equation from Wave
... In fact, it is expected that a teacher should start from the familiar concepts in classical mechanics and should land down with derivation of these equations giving the physical significance meaningfully. Same is the approach followed in many of the standard books. Many researchers, educationalists ...
... In fact, it is expected that a teacher should start from the familiar concepts in classical mechanics and should land down with derivation of these equations giving the physical significance meaningfully. Same is the approach followed in many of the standard books. Many researchers, educationalists ...
The Power of Perturbation Theory
... Alternative geometric picture starts from path integral Perturbation theory is infinite dimensional generalization of steepest-descent method to evaluate ordinary integrals Understanding which instantons contribute to a given observable amounts to understand which saddles of the action should be co ...
... Alternative geometric picture starts from path integral Perturbation theory is infinite dimensional generalization of steepest-descent method to evaluate ordinary integrals Understanding which instantons contribute to a given observable amounts to understand which saddles of the action should be co ...
The Time Dependent Schrödinger Equation
... This does not imply that the particle is stationary. However, it means that the probability of finding a particle in the interval x+ -1/2x to x + 1/2x is constant. ...
... This does not imply that the particle is stationary. However, it means that the probability of finding a particle in the interval x+ -1/2x to x + 1/2x is constant. ...
Transition function for the Toda chain model
... This form of eigenfunctions of the open Toda chain leads to an integral representation that appeared first in [Giv] employing a different approach. Recently it was interpreted from a group-theoretical point of view using the Gauss decomposition of GL(N, R) [GKLO]. Therefore, this integral representa ...
... This form of eigenfunctions of the open Toda chain leads to an integral representation that appeared first in [Giv] employing a different approach. Recently it was interpreted from a group-theoretical point of view using the Gauss decomposition of GL(N, R) [GKLO]. Therefore, this integral representa ...
Representations for understanding the Stern-Gerlach
... Chapters 3 and 4 use the SGE to show how one phenomenon can be represented in two very different ways. The account of Chapter 3 emphasizes the logical ordering of the concepts that are necessary to understanding the SGE from a quantum perspective. For this reason it is called a Thematic Account and ...
... Chapters 3 and 4 use the SGE to show how one phenomenon can be represented in two very different ways. The account of Chapter 3 emphasizes the logical ordering of the concepts that are necessary to understanding the SGE from a quantum perspective. For this reason it is called a Thematic Account and ...
p-shell hybridization and Hund`s-rule mitigation
... 2. The isotropic regime Insight can be gained by looking first at the simple case of parabolic confinement. We first review the relevant spectra for dots containing four electrons. In these two-dimensional dots, the s-shell has one orbital with angular momentum L z = 0 and the p-shell has two degene ...
... 2. The isotropic regime Insight can be gained by looking first at the simple case of parabolic confinement. We first review the relevant spectra for dots containing four electrons. In these two-dimensional dots, the s-shell has one orbital with angular momentum L z = 0 and the p-shell has two degene ...
Marcos Marino, An introduction to Donaldson
... complex structure is integrable, then the manifold X is complex, and it is called a complex surface. Complex surfaces provide many examples in the theory of four-manifolds. Moreover, there is a very beautiful classification of complex surfaces due to Kodaira, using techniques of algebraic geometry. ...
... complex structure is integrable, then the manifold X is complex, and it is called a complex surface. Complex surfaces provide many examples in the theory of four-manifolds. Moreover, there is a very beautiful classification of complex surfaces due to Kodaira, using techniques of algebraic geometry. ...
