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Heisenberg Uncertainty

Generalized analogs of the Heisenberg uncertainty inequality

Generalized analogs of the Heisenberg uncertainty inequality

... The Heisenberg uncertainty inequality has been established for the Fourier transform on the Heisenberg group by Thangavelu ...the Heisenberg group have been established by Sitaram et ...

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Mathematical aspects of the Heisenberg uncertainty principle within local fractional Fourier analysis

Mathematical aspects of the Heisenberg uncertainty principle within local fractional Fourier analysis

... The fractional Heisenberg uncertainty principle and the fractional Schrödinger equa- tion based on fractional Fourier analysis were proposed [–]. Local fractional Fourier analysis [], which is a ...

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New methods for time correction of energy, momentum, and  heisenberg uncertainty principle

New methods for time correction of energy, momentum, and heisenberg uncertainty principle

... of Uncertainty Principle the discussion of disorder and energy implies that energy is less when motion such as momentum is more (Agravat, 2012 A) in relations to laws of thermodynamics too with regards to the ...

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Heisenberg Uncertainty Relation in Quantum Liouville Equation

Heisenberg Uncertainty Relation in Quantum Liouville Equation

... 31, 32. Yet, the use of the quantum Liouville equation to describe a quantum system suggests the necessity of verifying that this equation satisfies the Heisenberg uncertainty relation. In this paper we ...

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Examination of Minimum Time Step, from Modified Heisenberg Uncertainty Principle, Inflaton Physics and Black Hole Physics

Examination of Minimum Time Step, from Modified Heisenberg Uncertainty Principle, Inflaton Physics and Black Hole Physics

... tional wave. Next, we look Padamababhan’s inflaton physics, and work done by the author for a modified Heisenberg Uncertainty principle for constraints on a mini- mum time step. Sciama’s work in “Black hole ...

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THE HEISENBERG UNCERTAINTY RELATION DERIVED BY MULTIPLYING MATTER WAVELENGTH AND LIGHT WAVELENGTH

THE HEISENBERG UNCERTAINTY RELATION DERIVED BY MULTIPLYING MATTER WAVELENGTH AND LIGHT WAVELENGTH

... The Heisenberg uncertainty relation is proved by simply multiplying two wavelengths: the wavelength of a quantum matter wave and the wavelength of a photon ...

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Information Interpretation of Heisenberg Uncertainty Relation

Information Interpretation of Heisenberg Uncertainty Relation

... Heisenberg uncertainty relation is one of the fundamental principles of Quan- tum Mechanics. On the other hand, an information approach to Quantum Me- chanics is popular now (for example, see [1] [2] [3]). ...

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Communicating the Heisenberg uncertainty relations: Niels Bohr, Complementarity and the Einstein-Rupp experiments

Communicating the Heisenberg uncertainty relations: Niels Bohr, Complementarity and the Einstein-Rupp experiments

... place. Heisenberg came up with an analogy with changing film images: in between the projection of one image and another, one sees a hazy blur, and one is unsure which picture is ...end, Heisenberg ...

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Bohr’s Spectrum of Quantum States in the Atomic Hydrogen Deduced from the Uncertainty Principle for Energy and Time

Bohr’s Spectrum of Quantum States in the Atomic Hydrogen Deduced from the Uncertainty Principle for Energy and Time

... modified uncertainty principle coupling the intervals of energy and time can lead to the shortest distance attained in course of the excitation process, as well as the shortest possible time interval for that ...

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Collision Space-Time Unified Quantum Gravity Gravity is Lorentz symmetry break down at the Planck scale.

Collision Space-Time Unified Quantum Gravity Gravity is Lorentz symmetry break down at the Planck scale.

... We have unified quantum mechanics with gravity and have formulated a simple but powerful unified quantum gravity theory. The key is to take into account collision time in mass, something that has been missing in standard ...

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Complexity of Holographic Flavours and causality in QFTs with Gauss Bonnet dual

Complexity of Holographic Flavours and causality in QFTs with Gauss Bonnet dual

... Chapter 2 covers the work on quantum complexity. Quantum complexity of a ther- mofield double state in a strongly coupled quantum field theory has been argued to be holographically related to the action evaluated on the ...

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On Some Inequalities of Uncertainty Principles Type in Quantum Calculus

On Some Inequalities of Uncertainty Principles Type in Quantum Calculus

... q-Heisenberg uncertainty principles studied by Bettaibi et ...local uncertainty principles for the q-Fourier-cosine, the q-Fourier-sine, and the q-Bessel-Fourier transforms, then to provide an ...

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Physical Limits of Computation

Physical Limits of Computation

... The paper deals with theoretical treatment of physical limits for computation. We are using some statements on base of min energy/bit, power delay prod- uct, Shannon entropy and Heisenberg uncertainty ...

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Does the electron have an anomalous electric dipole moment?

Does the electron have an anomalous electric dipole moment?

... Let us inspect all those arguments step by step. First of all, Dirac’s doubt is not a proof. The imaginary signed term pointing to a possible existence of an electric dipole moment is just a term in a wave equation with ...

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The Role of Uncertainty in Moment-to-Moment Player Motivation : A Grounded Theory

The Role of Uncertainty in Moment-to-Moment Player Motivation : A Grounded Theory

... Interaction uncertainty regards players’ practical ability to per- form a chosen ...stokes uncertainty about the player’s skills: "There’s a pretty high chance that actually I’m probably not gonna make ...

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Hinterding, Ralf
  

(2001):


	Eindimensionale q-deformierte Quantenmechanik und Streuprobleme.


Dissertation, LMU München: Fakultät für Physik

Hinterding, Ralf (2001): Eindimensionale q-deformierte Quantenmechanik und Streuprobleme. Dissertation, LMU München: Fakultät für Physik

... Allerdings kommen wir mit einer solchen diskreten Struktur in ein anderes Gebiet hinein, in dem das q-Teilchen von Interesse sein k¨ onnte: In Connes’ Erweiterung des Standardmodells wird das Produkt aus einem ...

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The Fourier transforms of Lipschitz functions on the Heisenberg group

The Fourier transforms of Lipschitz functions on the Heisenberg group

... the Heisenberg group an analogue of Bernstein’s theorem on the absolute convergence of the Fourier series of Lipschitz functions of order α > 1/2 on the circle group T = ...

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An improved Hardy type inequality on Heisenberg group

An improved Hardy type inequality on Heisenberg group

... Abstract Motivated by the work of Ghoussoub and Moradifam, we prove some improved Hardy inequalities on the Heisenberg group Hn via Bessel function.. Mathematics Subject Classification 2[r] ...

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The Finite Heisenberg-Weyl Groups in Radar and Communications

The Finite Heisenberg-Weyl Groups in Radar and Communications

... finite Heisenberg-Weyl groups ...continuous Heisenberg-Weyl group has ap- plication to the theory of radar, for example see [2, 3], but the discrete version of this group has received little attention in ...

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Managing uncertainty in obesity

Managing uncertainty in obesity

... Are we ignorant about our own health? Managing uncertainty in obesity? Diseases in the overweight is the growing health issue around the world and is reaching epidemic proportions in some nations. Body fat ...

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