Applications of Hyperbolic Geometry
Hyperbolic geometry is a type of non-Euclidean geometry and it is used in many industries for practical purposes. Some important applications are:
- Google Maps and Navigation
- Gravity and Special Relativity
- Computer Graphics and Visualization
- Physics and Cosmology
- Architecture and Urban Planning
- Art and Design
- Mathematics Education and Research
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Real Life Applications of Hyperbolic Geometry
Euclidean geometry is known for its perfect circles and lines that never cross and it has long been the foundation of our understanding of space. Hyperbolic geometry is a seemingly abstract branch of mathematics that becomes valuable for understanding complexities beyond Euclidean geometry in the real world.
In hyperbolic geometry, circles can include countless points and parallel lines can spread apart endlessly. Although hyperbolic geometry might seem unrelated to daily life, it has surprising applications in various fields such as theoretical physics and Google Maps.