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Quantum Chaos, Geometric Phase Patterns, Twistorial Holography and Diffraction

Holzhacken ist deshalb so beliebt, weil man bei dieser Tätigkeit den Erfolg sofort sieht." "People love chopping wood. In this activity one immediately sees results." Albert Einstein. We advice that we should pragmatically try to integrate and combine both fields of concepts, methods, and formalism since there are a significant number of common features, see "Rotations-Expansion-Reflections Chaotic Modelling with Singularities in Higher Dimensions". The attractor can produce higher-dimensional phase patt...

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Quantum Chaos, Geometric Phase Patterns, Twistorial Holography and Diffraction | quanics.com Reviews

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Holzhacken ist deshalb so beliebt, weil man bei dieser Tätigkeit den Erfolg sofort sieht. People love chopping wood. In this activity one immediately sees results. Albert Einstein. We advice that we should pragmatically try to integrate and combine both fields of concepts, methods, and formalism since there are a significant number of common features, see Rotations-Expansion-Reflections Chaotic Modelling with Singularities in Higher Dimensions. The attractor can produce higher-dimensional phase patt...

<META> KEYWORDS

1 Chaos

2 geometric phase

3 Fresnel

4 twistor

5 Holography

6 Holonomy

7 Berry

8 patterns

9 gyroscopic

10 quantum

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quantum chaos,geometric phase patterns,the spesif platform,selected publications,preprint,conferences with contributions,simulations,some screenshots,c bernd binder

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Quantum Chaos, Geometric Phase Patterns, Twistorial Holography and Diffraction | quanics.com Reviews

https://quanics.com

Holzhacken ist deshalb so beliebt, weil man bei dieser Tätigkeit den Erfolg sofort sieht." "People love chopping wood. In this activity one immediately sees results." Albert Einstein. We advice that we should pragmatically try to integrate and combine both fields of concepts, methods, and formalism since there are a significant number of common features, see "Rotations-Expansion-Reflections Chaotic Modelling with Singularities in Higher Dimensions". The attractor can produce higher-dimensional phase patt...

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quanics.com

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Hyperdiamond Magic Angle Precession (Dirac, Quark Confinement)

http://www.quanics.com/Dirac/QuantumPrecessionDirac.html

Dirac, Quark Confinement: Three Space-like Cones Rolling on a Common Time-like Cone (Hyperdiamond). Maximum angle Magic Angle Precession (MAP), where the rolling of the RGB cones is a perfect model for spin 1/2. (15.09.2007). The MAP characteristics are given by M. 3/2, 3/4, Z. 2/3, 1/3, N. 2, α. The applet is written using Java. You must have a Java enabled browser to be able to see the applet right here. You can download or test the Java runtime here. There are more simulations:.

2

Berry Phase, Hannay Angle, and Precession from Spherical Holonomy

http://www.quanics.com/holonomy/SphericalHolonomy.html

Parallel Transport and Precession Simulation. The geodesic flux of precession is generated by the spin axis loop holonomy proportional to the enclosed area) Bernd Binder. Change the modes (drag, rotate, draw, lift) in the drop-down list below on the right to experience parallel transport and precession using the mouse bottons on the sphere. (If it won't start, check security settings or download the Java runtime here from Sun. Fine Structure Java simulation. Quantum/Cosmic Vortex Pair Simulation.

3

Quantum Precession (Magic Angle Precession in curved spacetime)

http://www.quanics.com/QuantumPrecession/QuantumPrecession.html

Magic Angle Precession (MAP). Date: Okt.-Nov.2006, small text and simulation update 2.6.2008, 3d Java simulation, if it won't start, download the Java runtime here from Sun. The applet is written using Java. You must have a Java enabled browser to be able to see the applet right here. You can download or test the Java runtime here. Be the integral number of nutations for one rotation (the azimuthal or longitudinal spin quantum number), where N. Gyroscopic precession can be modeled by a rolling cone. ...

4

Geometric Phase Bifurcation

http://www.quanics.com/bifurcation137.html

Taken as a model to simulate nuclear instability). 2982002, 18.11.2006 (formula and text added), 16.9.2007 MAP Z. Magic Angle Precession MAP is based on. The MAP chaotic precession angle q. Can be found from a recursive iteration subject to a variable quantum spin unit. Critical bifurcation points (at Feigenbaum distance). The underlying chaotic relation has been taken to model the fine-structure spin-orbit coupling. 1, two charges with. 1/1370360094.). Here we. In the bifurcation diagram below the charge.

5

Spinorbi03 Java Simulation Pictures

http://www.quanics.com/spinorbi03_pic.html

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Quantum Chaos, Geometric Phase Patterns, Twistorial Holography and Diffraction

Holzhacken ist deshalb so beliebt, weil man bei dieser Tätigkeit den Erfolg sofort sieht." "People love chopping wood. In this activity one immediately sees results." Albert Einstein. We advice that we should pragmatically try to integrate and combine both fields of concepts, methods, and formalism since there are a significant number of common features, see "Rotations-Expansion-Reflections Chaotic Modelling with Singularities in Higher Dimensions". The attractor can produce higher-dimensional phase patt...

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