Tag Archives: Music

The Monochord

Posted on February 11, 2014 by

Pythagoras in School of Athens    A monochord is an ancient musical and scientific laboratory instrument. It is also the class-name for any musical stringed instrument having only one string (such as the Vietnamese Đàn bầu). The word “monochord” comes … Continue reading →

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Delving Deeper into the Subject of Binaural Beats

Posted on February 2, 2013 by

Scheme showing the course of the fibers of the lemniscus; medial lemniscus in blue, lateral in red. (Superior olivary nucleus is labeled at center right.) The superior olivary nucleus is considered part of the pons and is a part of … Continue reading →

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Binaural beats by Wiki(updated April 2016)

Posted on December 20, 2012 by

A binaural beat is an auditory illusion perceived when two different pure-tone sine waves, both with frequencies lower than 1500 Hz, with less than a 40 Hz difference between them, are presented to a listener dichotically, that is one through each ear.[1] … Continue reading →

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A Musical Score on Particles?

Posted on April 23, 2012 by

Schema created by Vicinanza with an example bubble chamber particle track, which has been converted into a melody and then orchestrated as music. Image courtesy Domenico Vicinanza. Positrons – antiparticles of electrons, a trillionth of a meter in size – … Continue reading →

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Music of Hemispheres

Posted on January 12, 2007 by

Hearing Colors, Tasting Shapes By Vilayanur S. Ramachandran and Edward M. Hubbard Modern scientists have known about synesthesia since 1880, when Francis Galton, a cousin of Charles Darwin, published a paper in Nature on the phenomenon. But most have brushed … Continue reading →

Posted in Brain, Creativity, Emergence, Kandinsky, Music, Sir Isaac Newton, Sound, Synesthesia, Tonal | Tagged , , , , , , , , | Leave a comment

PLATO:Mathematician or Mystic ?

Posted on January 8, 2007 by

Mathematics, rightly viewed, possesses not only truth, but supreme beauty, a beauty cold and austere, like that of sculpture, without appeal to any part of our weaker nature, without the gorgeous trappings of painting or music, yet sublimely pure, and … Continue reading →

Posted in Art, Chaldni, Concepts, geometries, imagery, Mathematics, Music, nodal, nodal Gauss Riemann, Plato, School of Athens | Tagged , , , , , , , , , , | Leave a comment

Understanding the Tonal

Posted on November 2, 2006 by

Sir Isaac Newton So, you have your units, and the powers of ten? Distances shorter than 1 µm 1 micrometre (micron)Items with lengths between 1-10 µm (microns)1.55 µm — wavelength of light used in optical fibre6 µm — anthrax spore6-8 … Continue reading →

Posted in Alchemists, Cosmology, Kandinsky, Music, Powers of Ten, Sir Isaac Newton, Sound, Sun, Synesthesia, Tonal | Tagged , , , , , , , , , | Leave a comment

Raphael the Painter

Posted on October 25, 2006 by

By ‘dilating’ and ‘expanding’ the scope of our attention we not only discover that ‘form is emptiness’ (the donut has a hole), but also that ’emptiness is form’ (objects precipitate out of the larger ‘space’) – to use Buddhist terminology. … Continue reading →

Posted in Blank Slate, Complexity, Creativity, geometries, Induction, Intuition, Liminocentric, Medicine Wheel, Music, Plato's Cave, Ramanujan, Raphael, School of Athens, Socratic Method, Sun | Tagged , , , , , , , , , , , , , , | Leave a comment

CNO and the Law of Octaves

Posted on September 20, 2006 by

“String theory—the hot topic in physics for the past 20 years—is a dead-end, says Smolin, one of the founders of Canada’s Perimeter Institute of Theoretical Physics and himself a lapsed string theorist. In fact, he (and others) argue convincingly, string … Continue reading →

Posted in Anthropic Principal, Colour of Gravity, Concepts, Gravity, Hooft, Intuition, Law of Octaves, Loop Quantum, Music, Octave, Orbitals, Quantum Gravity, Smolin, Sound, String Theory, Sun, Susskind | Tagged , , , , , , , , , , , , , , , , | Leave a comment

Quantum Hall Effect

Posted on September 7, 2006 by

This article below was set in motion by Stefan’s article,”Pencils, Black Holes, and the Klein Paradox”, at Backreaction. B will have to offer her perspective on the blackhole analogy. I offer mine.:) The fractional quantum Hall effect continues to be … Continue reading →

Posted in Art, Black Holes, Emergence, geometries, Laughlin, M Theory, Mathematics, Music, Riemann Hypothesis, Robert B. Laughlin, Sir Isaac Newton, Standard model, String Theory | Tagged , , , , , , , , , , , , | Leave a comment