The relationships among the properties of flexible shapes have fascinated mathematicians for centuries. One such mathematical marvel is Euler's polyhedron formula, a theorem that relates the number of vertices, edges, and faces of a polyhedron. Named after the renowned Swiss mathematician Leonhard Euler, this formula has been a fundamental concept in geometry and topology for centuries.
Dickinson College professor David Richeson '93 was awarded the Mathematical Association of America's 2010 Euler Book Prize for his book “Euler's Gem,” which delves into the history and significance of Euler's work. Leonhard Euler, a Swiss mathematician who continued to work on complex equations from memory even after he went blind, is honored in Monday's Google Doodle, showcasing his immense contributions to the field of mathematics.
Louis Hainaut will receive his doctoral degree in mathematics from Stockholm University in 2024, thanks to a grant from the Knut and Alice Wallenberg Foundation. Hainaut's research focuses on the applications of Euler's polyhedron formula in various mathematical contexts, highlighting the formula's versatility and importance in modern mathematics.
Mathematician Ian Stewart's recent book, "In Pursuit of the Unknown: 17 Equations That Changed the World," takes a close look at some of the most important mathematical equations throughout history, including Euler's polyhedron formula. Stewart's work sheds light on the impact of Euler's formula on shaping our understanding of the world around us.
In addition to topics like math's role in watershed sustainability and the math in topology, Sonoma State University's Math Colloquium regularly explores the applications and implications of Euler's polyhedron formula. The formula's elegant simplicity and profound implications have inspired mathematicians and researchers across various disciplines.
“There's a lot of creative thinking in math. It's playful and exploratory,” visual artist Jóhanna Ásgeirsdóttir explains, sitting in front of a geometric artwork inspired by Euler's polyhedron formula. Mathematics is all around us, shaping our understanding of the world in countless ways, and Euler's formula serves as a testament to the beauty and power of mathematical reasoning.
Mathematician Ian Stewart's book takes a look at the most pivotal equations of all time, including Euler's polyhedron formula, and presents them in a human, rather than technical, light. By highlighting the historical context and practical applications of these equations, Stewart brings Euler's work to life for a broader audience.
