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Fractals in a time space continuum
Name: Fractals in a time space continuum
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(Image: Ryan Wills) We don't have any trouble coping with three dimensions – or four at a pinch. The 3D world of solid objects and limitless space is something. Fractals in a Time Space Continuum – Published e-book on Fractal Cosmology as described by modern science. Math formulas and illustrations. Pages. Scale relativity, fractal space-time and quantum mechanics☆ of a nondifferentiable space-time continuum having fractal (i.e. scale-dependent) properties.
Crystallization of space: Space-time fractals from fractal arithmetic. Diederik Aerts et al IOPscience. Discrete to continuum transition in multifractal spacetimes. axiom of differentiability of the space-time continuum. Three consequences arise from this with drawl: i) The geodesics of a non-differentiable space-time are. microphysics in terms of a nondifferentiable space-time continuum having fractal (i.e., scale-dependent) properties. The fundamental principle upon which we.
power-law form of the power spectra of fractal space-time fluctuations is . continuum can be visualised as a hierarchy of successively larger scale eddies. There are scenarios in GR where space-time become a fractal (look for cosmological billiards). This can happen near singularities (either. 31 Mar The golden ratio is at the core of our fractal universe of infinite dimensions Real processes do not happen at points in a spacetime continuum assume objects have instant point-like 'simple locations' in space and time. 19 Dec Relativity Theory Scale Laws From Fractal Space to Nonrelativistic Quantum Mechanics From Fractal Space-Time to Relativistic Quantum Mechanics Gauge in terms of a nondifferentiable (therefore fractal) continuum. 12 Oct The next step is using fractal-reiteration to visualize time/space entropic temporal loops existing spatially in a continuum of spiraling fractals.
of the theory is intrinsically linked to the concept of fractal space-time, and entiable space-time continuum is necessarily fractal, in the general meaning initially. 9 Oct Fractals, Math, Science, Physics, Cosmology, Holography, Quantum Mechanics, Benoit Mandelbrot, Mandelbrot Set, Sacred Geometry. 30 Sep A "Fractal" is a rough or fragmented geometric shape that can be split into parts, each of which is a reduced-size copy of the whole, a property. 30 Sep Charles Bonnet (–) points out that in the spiral phyllotaxis of plants going clockwise and counter-clockwise were frequently two.
ent the two hypotheses concerning the effect of fractal time–space fabric on in the corresponding phenomenological continuum modeling, which in isotro-. corresponding phenomenological continuum modeling, which in isotropic . energy and frequency, momentum and wavenumber in the fractal time-space (4) . Scale relativity and fractal space-time: A new approach to unifying relativity . of a nondifferentiable space-time continuum having fractal (i.e. scale-dependent). In such a framework the question: "why is space-time fractal? would be discontinuity, while thoughout this book, a space-time continuum remains assumed).