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Hyperspheres and Bubbles
An application of the Planet-4D models to cartoon music.
We had fun to adapt Casey's music and a piece of Adventure time to our system. Hyperspheres rotates around you according to ...mathematical laws (PhD thesis),
For scientific background, please visit Planetes.info,
To learn, step by step, the Planet-4D system, please follow the path at MatheMusic4D.net, or see the movies on this channel.
Music from Cartoon Network Adventure Time by Casey James Basichis.
Hyperspheres from Mathemusic4D.net by Gilles Baroin.
Image courtesy of Cartoon Networks, a Time Warner Company[+] Show More
Hyperspheres and Bubbles
An ...
An application of the Planet-4D models to cartoon music.
We had fun to adapt Casey's music and a piece of Adventure time to our system. Hyperspheres rotates around you according to ...mathematical laws (PhD thesis),
For scientific background, please visit Planetes.info,
To learn, step by step, the Planet-4D system, please follow the path at MatheMusic4D.net, or see the movies on this channel.
Music from Cartoon Network Adventure Time by Casey James Basichis.
Hyperspheres from Mathemusic4D.net by Gilles Baroin.
Image courtesy of Cartoon Networks, a Time Warner Company[+] Show More
A nho Anh, Vietnamese Contemporary Folk Song
First ...
First collaboration with Asia,...
Music and Lyrics by Nguyễn vĩnh tiến.
What you see is the Tonnetz, a network of Tonalities, extended with the color scheme developped during my PhD. I've ...added "Zhi Zhu" : a spider moving from place to place.
The SpiderWeb represents the Main Tonality, that's why ZhiZhu comes back to the center.
The video has been recorded in Toulouse, it fits exactly what the artist is singing.
Visit Planetes.info to see the scientific background, and Mathemusic4D.net to learn the 4D system, step by step.
See Tien Channel:
https://www.youtube.com/channel/UCfQFldyzsNVm54Q139EyttA[+] Show More
LaSera (ZhiZhu)
What ...
What you see is the Tonnetz, a network of Tonalities, extended with the color scheme developped during my PhD. I've added "Zhi Zhu" : a spider moving from place ...to place.
The SpiderWeb represents the Main Tonality, that's why ZhiZhu comes back to the center.
During the hamiltonian path, ZhiZhu is free because there is no tonal attraction.
In La Sera, Moreno Andreatta uses both Tonal attraction principia and an Hamiltonian path.
Visit Planetes.info to see the scientific background, and Mathemusic4D.net to learn the 4D system, step by step.*[+] Show More
Did Zappa know he was drawing 4 Z in the TonnetZ ?
No ...
No Copyright Infrigiment, We are scientists, this is a pedagogic movie.
This video helps to see what non musician don not hear naturally.
Did Zappa know that he was drawing 4 Z ...in the tonnetz ?
Surely he did know that this chord sequence was remarquable.
In this sequence, Frank Zappa, uses 4 times the same chords sequences. This sequence looks like a Z in th eTonnetz.
He transposes this sequence of one Minor Third 4 times and returns to the start point
This movie shows the Harmonic Progression, on the 2D Tonnetz, and with the Hypersphere AnySet, from the Planet-4D System developped form my PhD.
See Planetes.info for scientific background.
This movment has been discovered by Guy Capuzzo,
Direction and scenario by Moreno Andreatta
Tonnetz inspired by Douthett Steinbach ChickenWire
Drawing And 4D Model by Gilles Baroin[+] Show More
The Windmills of Your Mind: 2D and 4D Visualization of descending fifth chords progression
2D ...
2D Tonnetz and 4D Hypersphere are used to visualize the chords progression in this Michel Legrand 's masterpiece. This is a descending fifth relationship that is well known by musicians, ...the 4D-Hypersphere rotates slowly and smoothly as the falling fifth sequence. This is also a small tribute to the great Maurice André whose sound lulled my childhood. Visit MatheMusic4D.net to learn more about the hypersphere based musical representations.
Scientific purpose only, no copyright has been harmed.[+] Show More
Webern on the Hypersphere
One ...
One of the most impressive,...
We use the very slow fifth form the "Sechs Bagatellen für Streichquartett Op 9" from Anton Webern, and project the pitches onto the Hypersphere of AnySet
Purpose ...is to let appear symmetries.[+] Show More
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