Ludwig August Seeber (14 November 1793 in Karlsruhe – 9 December 1855 in Karlsruhe) was a German physicist.
From 1819 to 1822 he was teacher at the cadet school at Karlsruhe. Subsequently, he was professor ordinarius for physics at the University of Freiburg until 1834. From 1834 to 1840, he was professor of physics at the Lyceum and Polytechnicum in Karlsruhe.[1][2]
Seeber is known for his study of positive ternary quadratic forms in 1831,[c 1] which was applauded by Carl Friedrich Gauss (1831) and later simplified by Peter Gustav Lejeune Dirichlet (1847).[3]
References
- ↑ J. Lüroth (1875). "Ludwig August Seeber". In Friedrich von Weech (ed.). Badische Biographien. Vol. 2. p. 295.
- ↑ Moritz Cantor (1891). "Seeber, Ludwig August". Allgemeine Deutsche Biographie. Vol. 33. Duncker & Humblot. pp. 565–566.
- ↑ Bachmann, P. (1923). Zahlentheorie, Vierter Teil: Die Arithmetik der quadratischen Formen. Leipzig. pp. 191–194.
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Works
- ↑ Ludwig August Seeber (1831). Untersuchungen über die Eigenschaften der positiven ternaeren quadratischen Formen. Mannheim.
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