Plus: Universe as an Aesthetic Phenomenon:

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Gamma-site Universe as an Aesthetic Phenomenon: 

The vertical dimension is subtended by alpha, (1/137) the Fine Structure constant whereas the horizontal dimension is subtended by Phi, the Fibonacci ratio.(1.618..)

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Using concepts in semiotics in as great detail as possible, how to measure the DNA molecule for its aesthetic value and the extent that principles of aesthetics play a part before its formation?

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Using concepts in semiotics in as great detail as possible, how to measure the DNA molecule for its aesthetic value and the extent that principles of aesthetics play a part before its formation? Measuring the aesthetic value of a DNA molecule and determining the extent to which principles of aesthetics play a part before its formation involves applying concepts from semiotics, which is the study of signs and symbols. While semiotics is traditionally concerned with the analysis of human communication, we can adapt its principles to explore the aesthetics of the DNA molecule. However, it is important to note that assessing the aesthetic value of a DNA molecule is highly subjective and speculative, as aesthetic judgments are typically rooted in human perception and cultural contexts. Nevertheless, I will provide a conceptual framework that can be used for this analysis. Signs and Symbols: Semiotics recognizes signs as entities that convey meaning. In the context of DNA, we can consider th...
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Video with Transcript: Fibonacci Numbers hidden in the Mandelbrot Set - Numberphile

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0:00 So, today I'm gonna tell you about how the Fibonacci sequence appears in the Mandelbrot set. 0:04 Hopefully, your mind will be blown by the end of that sentence. 0:06 So the Fibonacci sequence, the rule is that you take the previous two numbers, 0:10 and you add them together to get the next. Right? So we started with 1 1. Their sum is 2. 0:15 The next number will be the sum of 1 & 2, which is 3. 0:19 The sum of 2 & 3 is 5. The sum of 3 & 5 is 8. I'll do one more. 0:24 And then, you can continue on. 0:26 Brady: "Easy." 0:27 Easy, right? And this occurs everywhere that has interesting connections to things in nature, and all of that, 0:31 but I just want to show you where it appears on the Mandelbrot set. 0:35 So, slightly less easy. So, the Mandelbrot set is a special object inside of the complex plane. So the plane of complex numbers. And 0:43 the way you cook this thing up is by 0:46 considering a certain type of dynamical system. So if you give me ...
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Islamic Aesthetics - Prof. Nasr

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