Fractals are geometric figures or patterns that exhibit self-similarity at different scales. This means that they have similar patterns and structures when observed at different levels of magnification.
Fractals can be found in various natural phenomena, such as coastlines, snowflakes, and galaxies. They also have important applications in fields such as mathematics, physics, biology, and computer science.
There are various undergraduate courses related to the study of fractals, such as Fractal Geometry, Chaos Theory, and Complex Systems. These courses can be found in different departments, including mathematics, physics, and computer science.
A strong foundation in mathematics, particularly in areas such as geometry, calculus, and linear algebra, is important for studying fractals. Computer programming skills and knowledge of scientific software may also be beneficial for certain courses.
A degree in fractal studies can lead to various career opportunities, including working as a mathematician, data scientist, or computer programmer. It can also be a valuable foundation for graduate studies in fields such as theoretical physics, biomathematics, or computer graphics.