Week 2 | Math + Art
Math and nature go hand in hand. The golden ratio can be seen throughout nature, which was mentioned by Professor Vesna. Related to the golden ratio, nature, such as seashells, follows the Fibonacci sequence. Hexagons are also prevalent in nature because they are the most efficient shape to fill a plane. For example, honeycombs are comprised of hexagons. Simple math is used to create beautiful pieces of art.
Cleveland, Jonathan. The Nature of Design: the Fibonacci Sequence and the Golden Ratio, 19 Nov. 2020, clevelanddesign.com/insights/the-nature-of-design-the-fibonacci-sequence-and-the-golden-ratio/.
Mariel Vazquez Professor of Mathematics. “Math Shows How DNA Twists, Turns and Unzips.” The Conversation, 12 Sept. 2019, theconversation.com/math-shows-how-dna-twists-turns-and-unzips-95989.
Palazzo, Benedetta. “The Numbers of Nature: the Fibonacci Sequence.” Eniscuola, 5 July 2016, www.eniscuola.net/en/2016/06/27/the-numbers-of-nature-the-fibonacci-sequence/.
Sullivan, Kathryn DeMuth. “Ever Wonder Why There Are so Many Hexagons in Nature?: Videos.” Labroots, Labroots, 13 Aug. 2017, www.labroots.com/trending/videos/10939/ever-wonder-why-there-are-so-many-hexagons-in-nature#:~:text=Hexagons%2C%20in%20particular%2C%20are%20often,eyes%20also%20form%20hexagonal%20patterns.&text=A%20hexagon%20is%20the%20shape,and%20leaves%20no%20wasted%20space.
Ventana al Conocimiento (Knowledge Window) Scientific journalism Estimated reading time Time 3 to read, et al. “The (Mathematical) Problem of Mondrian's Paintings.” OpenMind, 17 Oct. 2019, www.bbvaopenmind.com/en/science/mathematics/the-mathematical-problem-of-mondrians-paintings/#:~:text=Mondrian's%20Mathematical%20Problem%20consists%20of,subtraction%20will%20give%20the%20score.



I really liked your blog! I thought your example of DNA was really interesting. I always thought of DNA in a strictly biological sense, but it was interesting to learn that it is a combination of math, science and art! I also thought your example of art and nature was very intriguing. I never really saw honeycombs as a form of art or math before, so it was fascinating to learn they combine geometry and nature to make a beautiful and functional honey comb. I also thought it was interesting how you highlighted that simple math can be found often in our surroundings.
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