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Fractals, logarithmic spiral and coherent states
AIP Conference Proceedings, 2012Self-similarity properties of fractal structures and logarithmic spiral are related to quantum dissipative dynamics, squeezed coherent states and noncommutative geometry in the plane.
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Infinity as a Fractal Logarithmic Spiral
Classical mathematics treats innity as a direction: the number line extends without end. Cantor's cardinal arithmetic reveals that some innities are larger than others but preserves the linear structure. Fractal Uncertainty Theory (FUT) and Coherent Mathematics (CoMath) propose a fundamentally dierent geometry: innity is a fractal logarith-mic spiral ...openaire +1 more source
RETRACTED: Properties of Logarithmic Spirals and Logarithmic Spiral Sectors
1987openaire +1 more source
A STUDY OF LOGARITHMIC COVARIATION IN POLAR COORDINATES: THE CASE OF LOGARITHMIC SPIRAL
2021Solano, Jose Antonio Bonilla +1 more
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New Analytic Solution with Continuous Thrust: Generalized Logarithmic Spirals
Journal of Guidance, Control, and Dynamics, 2016Jesus Peláez Alvarez, Javier Roa
exaly