Fractal Lens
Find fractals in real life
About
Analyze the fractal dimension of objects by snapping or uploading photos. Explore mathematical concepts with intuitive animations and save your discoveries in a personal gallery. All computations are performed locally on your device.
What's New in Fractal Lens
1.1.1
September 5, 2026
- Fixed toolbar and upload buttons showing in blue on iOS 18. - Fixed Save button text overflow when tapped.
FAQ
How does Fractal Lens calculate fractal dimension?
Fractal Lens computes the fractal dimension by automatically applying pre-processing and box-counting algorithms to photos you snap or upload. This process helps to quantify the complexity of the object's structure.
Can I use Fractal Lens offline?
Yes, all computations and storage for Fractal Lens are performed locally on your device. This means you can use the app to analyze fractals even without an internet connection.
What kind of objects can I analyze with Fractal Lens?
You can analyze a wide variety of objects with Fractal Lens, including woven fabric, wood, bubbles, plants, rocks, seashells, and clouds. The app is designed to find fractals in everyday items.
How does Fractal Lens make math intuitive?
Fractal Lens uses satisfying animations and haptics to make the underlying mathematical concepts more accessible and intuitive for users. This visual and tactile feedback aids in understanding.
Does Fractal Lens have ads?
No, Fractal Lens does not contain advertisements. It is a completely ad-free experience for users.
What devices is Fractal Lens compatible with?
Fractal Lens is compatible with both iPhones and iPads, allowing users to explore fractals on their preferred Apple mobile devices.
How often is Fractal Lens updated?
The latest version of Fractal Lens is 1.1.1, which was last updated on September 5, 2026. Updates typically focus on improving algorithms and user experience.
What is the age rating for Fractal Lens?
Fractal Lens has an age rating of 4+, making it suitable for a wide range of users interested in learning about fractals and mathematics.
