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# Mathematic Nature Photography
Nikki Graziano Explains the Logic of Our Environment Through Art

By Rachel | Published 2009-08-28 | Eco
Source: Trend Hunter, https://www.trendhunter.com/trends/nikki-graziano-found-functions
References: [designerchoice.au](http://www.designerchoice.com.au/cgblog/11/15/Maths-Photography) & [nikkigraziano](http://www.nikkigraziano.com/index.html)

Nikki Graziano is a [photographer](https://www.trendhunter.com/trends/still-life-1) but also a mathematician. Perhaps an odd combo, Nikki uses both her left and right brain to create ‘Found Functions,’ a line of photographs that both shows the [nature around us](https://www.trendhunter.com/trends/supernatural) and the mathematics of it.

The ‘Found Functions’ collection by Nikki Graziano is a great combination of her two passions, though I frankly don’t understand what any of the [equations](https://www.trendhunter.com/trends/alba-light) are telling me. Regardless, it’s a great idea and a nice collection.

## Trend Insights (Trend Hunter)

- Score: 2.6/10
- Popularity: 38% | Activity: 33% | Freshness: 8%
- Audience gender: 50% men, 50% women
- Primary generations: Millennial, Gen X
- Top markets: North America, Europe

## Categories

[Trend Hunter](https://www.trendhunter.com/trends) > [Eco](https://www.trendhunter.com/eco)

## Key Themes

### Key Themes Behind This Trend

- **Artistic Infusion of Math:** There is an opportunity for the development of other art forms that incorporate mathematical concepts to create a unique experience.
- **Science-inspired Photography:** Incorporating scientific concepts in photography can offer new ways of interpreting and experiencing the world.
- **Interdisciplinary Creativity:** Encouraging the integration of multiple disciplines can lead to innovative products or artistic expressions.

### Where This Applies

- **Art and Design:** The art and design industry can benefit from exploring how to integrate mathematical or scientific concepts in their creations.
- **Photography:** Photographers can expand their artistic capabilities by incorporating mathematics and other sciences in their work.
- **Education:** Integrating multiple disciplines in educational settings can help students develop interdisciplinary thinking and creative problem-solving skills.

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