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Paul Albert Gordan (27 April 1837 – 21 December 1912) was a German mathematician, a student of Carl Jacobi at the University of Königsberg before obtaining his Ph.D. at the University of Breslau (1862),[1] and a professor at the University of Erlangen-Nuremberg. He was known as "the king of invariant theory".[2][3] His most famous result is that the ring of invariants of binary forms of fixed degree is finitely generated.[3] He and Alfred Clebsch gave their name to Clebsch-Gordan coefficients. Gordan also served as the thesis advisor for Emmy Noether.[1] Gordan initially rejected David Hilbert's proof of the Hilbert Basis Theorem, a result which vastly generalized his result on invariants, saying "This is not mathematics; this is theology."[4][2] The proof in question was the (non-constructive) existence of a finite basis for invariants. This proof seemed to counter the sensibilities of Gordan, whom Weyl described in his Hilbert obituary as a great "algorithmician." He was born in Breslau, Germany (now Wrocław Poland), and died in Erlangen, Germany. [edit] Notes
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Categories: 1837 births | 1912 deaths | 19th-century mathematicians | 20th-century mathematicians | German mathematicians | People from Wrocław | People from the Province of Silesia | University of Breslau alumni | University of Königsberg alumni | Humboldt University of Berlin alumni | University of Giessen faculty | University of Erlangen-Nuremberg faculty | German mathematician stubs |
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