Fractals

for violin and clarinet in B-flat

Chin Ting Chan

10,30 €

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Caractéristiques

Region

North America (Canada - USA)

Estimated Duration

11 - 15min

Date

2016

ISMN : 979-0-2325-4728-2

Notes sur cette pièce

The term “fractal” was first used by mathematician Benoît Mandelbrot in 1975. It was based on the Latin term frāctus, meaning “broken” or “fractured.” Mathematically driven by recursion, a fractal is a never-ending pattern. It can evolve into complex patterns that are self-similar across all scales in an ongoing feedback loop. It serves as the basis for chaos theory, which examines the behavior of dynamic systems that are highly sensitive to initial conditions, causing a response popularly known as the butterfly effect. Fractals are also widely observed in nature in forms such as clouds, trees, mountains, seashells, etc. It is the imageries of such spectacular fractal designs and the theories behind them that inspired this composition.

Instrumentation

Clarinet|Violin

Recording

Yu-Fang Chen on violin and Pei-Lun Tsai on clarinet

Score Details

Format - A4 / US Letter
Pages - 26

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