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Periodicity and the golden ratio
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MIGNOSI, FILIPPO, A. RESTIVO, S. SALEMI
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Gimnazija Kranj in Golden Ratio [PDF]
The golden ratio is the ratio we consider perfect and good-looking. It divides a line segment into two unequal parts so that the ratio of the length of the larger line segment to the smaller one is equal to the ratio of the whole length to the longer ...
Tija Stritih, Tea Krč, Žana Lampič
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On New Definitions Related to Golden Ratio [PDF]
New definitions employing the golden ratio as the characteristic parameter are proposed. The definitions are classified into two categories: Geometrical and Physical properties.
Mehmet Pakdemirli
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Evaluation of the Golden Ratio in Nasal Conchae for Surgical Anatomy
Purpose: The golden ratio is reached by the fractal model of the number sequence which is known as the “Fibonacci series” and has a convergent ratio of approximately 1.618 between 2 consecutive Fibonacci numbers.
Emine Petekkaya PhD +6 more
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Does a Nanowire Transistor Follow the Golden Ratio? A 2D Poisson-Schrödinger/3D Monte Carlo Simulation Study [PDF]
In this work, we observed the signatures of isotropic charge distributions showing the same attributes as the golden ratio (Phi) described in art and architecture, we also present a simulation study of ultra-scaled n-type silicon nanowire transistors ...
Adamu-Lema, Fikru +3 more
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Correlation between the golden ratio and nanowire transistor performance [PDF]
An observation was made in this research regarding the fact that the signatures of isotropic charge distributions in silicon nanowire transistors (NWT) displayed identical characteristics to the golden ratio (Phi).
Al-Ameri, Talib
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Golden ratio beauty as scientific function
Normally when one is considering the golden ratio in the history of ideas, one is often looking at it as an aesthetic principle – usually associated with Greek art, sculpture and mathematics.
Scott A. Olsen
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This paper aims to identify how historical information can contribute to teacher education regarding to the Golden Ratio content. Therefore, in the theoretical framework, the relevance of the teacher's investigative stance and the contributions that the ...
Ana Caroline Frigéri Barboza +2 more
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Marquardt’s Facial Golden Decagon Mask and Its Fitness with South Indian Facial Traits [PDF]
Introduction: The mathematical ratio of 1:1.618 which is famously known as golden ratio seems to appear recurrently in beautiful things in nature as well as in other things that are seen as beautiful. Dr. Marquardt developed a facial golden mask that
Gopi Veerala +7 more
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Obtaining a New Representation for the Golden Ratio by Solving a Biquadratic Equation [PDF]
In the present work we show how different ways to solve biquadratic equations can lead us to different representations of its solutions. A particular equation which has the golden ratio and its reciprocal as solutions is shown as an example.Comment: To ...
Mondaini, Leonardo
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