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He also published well-known texts in the field of mathematics, including the Calculus of Centres of Gravity (1827), which covered projective and affine geometry, and the Textbook on Statics (1837), which discussed the geometric treatment of statics.
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The Elements of Celestial Mechanics (1843).Concerning the Calculation of the Occultations of the Planets (1815).Throughout his career, Möbius published several important works on astronomy, including: From 1818 to 1821, he watched over the construction of the university’s observatory, later becoming its director in 1848. In 1816, Möbius returned to the University of Leipzig as the chair of astronomy and higher mechanics. By this time, Möbius was well versed in both astronomy and math. After attending the University of Göttingen, Möbius went on to study mathematics under Johann Pfaff, a teacher of Gauss, at the University of Halle. Image in the public domain, via Wikimedia Commons.įrom 1813 to 1814, Möbius attended the University of Göttingen, where he studied astronomy under Carl Friedrich Gauss, one of the most influential mathematicians of all time. His astronomy teacher, Karl Mollweide, known for the discovery of the Mollweide trigonometric relations and the Mollweide map projection, was his biggest influence. Continuing his education, he went on to attend the University of Leipzig, where he studied mathematics, astronomy, and physics. He was homeschooled until age 13 and later attended the College of Schulpforta, graduating in 1809.
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In this blog post, we discuss the origin of the Möbius strip, how to easily make one, and the many practical uses of it.Ī Tale of Two Mathematicians: Discovering the Möbius Strip August Möbiusīorn in Schulpforta, Saxony (Germany), on November 17, 1790, August Ferdinand Möbius showed an early interest in mathematics. Since 1858, the year of its discovery, this unusual object has amazed mathematicians and artists alike. As indicated by the artwork name, the object that the ants are crawling on is called a Möbius strip. Sound familiar? It’s the design featured on the famous wood engraving Möbius Strip II by Dutch artist Maurits Cornelis (M.C.) Escher. Although the ants appear to be on a two-sided surface, the loop is actually a one-sided surface. Picture this: A chain of red ants crawl along the surface of a yellow loop.