Nature and human body
Name natural example of fractale shapes
Mountain, forest, sunflower,...
Name an example of artwork using repeating patterns
There is M.C Escher's Day and Night, where birds repeat in a pattern across the image.
Name a technologia device where you can find fractal
In medical image, fractals antens
When was Benoit Mandelbrot born (+ or - 5 years)?
He was born in 1924
Why can we say that trees have a fractal structure
Because branches slip into smaller branches
How can the repetition of shapes make a scene more usually interesting
Repeating shapes create rhythm and structure in the artwork. It helps guide the viewer's eye and makes the scene look organized and dynamic.
What davantage do fractals offer compared to classical geometric models in computer modeling of the real world?
Fractals allow computers to model irregular and complexe natural shapes (like mountains,clouds, or coastlines) much more realistically than classical geometry while traditional shapes (circles,cubes,...) are too simple
In which country did he mainly développer his scientific career ?
In the United states
How do blood vessels seem to fractals
Because it's a network when large vessel split in smaller and smaller ones
Why do artists sometimes limit the number of repeating shapes instead of going at the infinity
Artists limit repetition because Infinite repetition is impossible in a real artwork. Also limiting the number keeps'the image clear and easier to understand.
How do fractal algorithms make it possible to generate complexe images using very little data?
By repeating simple transformations, they can recreate highly complexe patterns. This means only a small set of parameters is needed, rather than large amounts of pixel data
In which year did he coin the word "fractal" (+ or - 3 years) ?
In 1975
How do fractales help model clouds or mountain
Because these natural shape are irregular and complexe but still follow patterns that repeat using fractal scientifist can create realistic simulation
If two artworks look similar how can you tell if one fractal and the other isn't
A fractal artwork shows self-similarity, meaning the same pattern appears again at different scales. If you zoom in and see the same shapes repeating, it's likely fractal.
How dis Loren Carpenter use fractals at Boeing to solve a practical simulation problem?
He used fractals to generate realistic landscapes for flight simulations at Boeing. He used fractal algorithms to automatically create natural-looking surfaces
Before working on fractals, what type of scientific field did he work in ?
He worked on applied problems, especially in economics, finance, physics and communication theory