Famous Mathematician by Sophia Craft https://padlet.com/crafts22/2e2i3ilzxo4w Sophia Craft en-us 2018-10-25 15:37:47 UTC 2018-10-31 15:38:06 UTC hello@padlet.com Karl Gustav Jacob Jacobi crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297019799 2018-10-25 15:47:03 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297019799 “Carl Gustav Jacob Jacobi.” Wikipedia, Wikimedia Foundation, 16 Oct. 2018, en.wikipedia.org/wiki/Carl_Gustav_Jacob_Jacobi. crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297021663 2018-10-25 15:49:35 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297021663 Personal Information - He had a well educated jewish family, Older brother Moritz, founder of galvanoplastics, Other siblings Eduard, and Therese, his Mothers name was lahmman Fathers name was simon who was a banker in Berlin his father was also home schooled Simon jacobi Died in 1832, Family went bankrupt in 1840, Karl Jacobi ran for local office in Berlin as a liberal in 1848 crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297022568 2018-10-25 15:51:02 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297022568 Karl Entered Potsdam Gymnasium in 1816, Heinrich Bauer was his teacher, attended the university of Berlin, graduated in one year, qualified to teach at the age of 19, was a jew, converted to Christianity at the age of 20, transferred to the university of Königsberg, his famous quote was ¨I know little but desire to learn more” crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297026760 2018-10-25 15:57:34 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297026760 Born December 10th, 1804, Born in Potsdam crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297028082 2018-10-25 15:59:33 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297028082 Karl Gustav Jacob Jacobi Died February 18, 1851 in Berlin, Germany, the ause of death, he was Suffering from diabetes, and he developed a fatal case of smallpox crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297437243 2018-10-26 15:17:18 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297437243 fully developed the new area of elliptic functions, and received the highest award for Latin, and Greek crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297440639 2018-10-26 15:23:23 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297440639 "Karl Gustav Jacob Jacobi." World of Mathematics, Gale, 2006. Biography In Context, http://link.galegroup.com/apps/doc/K2426100159/BIC?u=mlin_s_ncahs&sid=BIC&xid=e07b94f6. Accessed 18 Sept. 2018. crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297445622 2018-10-26 15:32:36 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297445622 Historical Events -Louisiana purchase, War of 1812, Missouri compromise, Trail of tears, Texas rebellion, American system, Second Great awakening, Mexican American War, Compromise of 1850, Kansas- Nebraska Act, Civil War, Compromise of 1877, Alexander Graham Bell crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297446986 2018-10-26 15:34:53 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297446986 In complex analysis, an elliptic function is a meromorphic function that is periodic in two directions. Just as a periodic function of a real variable is defined by its values on an interval, an elliptic function is determined by its values on a fundamental parallelogram, which then repeat in a lattice. Such a doubly periodic function cannot be holomorphic, as it would then be a bounded entire function, and by Liouville's theorem every such function must be constant. In fact, an elliptic function must have at least two poles (counting multiplicity) in a fundamental parallelogram, as it is easy to show using the periodicity that a contour integral around its boundary must vanish, implying that the residues of all simple poles must cancel. crafts22 https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297450359 2018-10-26 15:40:51 UTC https://padlet.com/crafts22/2e2i3ilzxo4w/wish/297450359