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Line 175: {{Citation \| last1=Brouwer \| first1=Andries E. \| last2=Popoviciu \| first2=Mihaela \| title=The invariants of the binary decimic \| doi=10.1016/j.jsc.2010.03.002 \| year=2010b \| journal=Journal of Symbolic Computation \| issn=0747-7171 \| volume=45 \| issue=8 \| pages=837–843 \| mr=2657667\| arxiv=1002.1008 }} {{Citation \| last1=Dixmier \| first1=Jacques \| last2=Lazard \| first2=D. \| title=Minimum number of fundamental invariants for the binary form of degree 7 \| doi=10.1016/S0747-7171(88)80026-9 \| year=1988 \| journal=Journal of Symbolic Computation \| issn=0747-7171 \| volume=6 \| issue=1 \| pages=113–115 \| mr=961375}} {{Citation \| last1=von Gall \| first1=August Freiherr \| title=Das vollständige Formensystem einer binären Form achter Ordnung \| doi=10.1007/BF01444117 \| year=1880 \| journal=[[Mathematische Annalen]] \| issn=0025-5831 \| volume=17 \| issue=1 \| pages=31–51 \| mr=1510048\| url=https://zenodo.org/record/2373565~~/files/article.pdf~~ }} {{Citation \| last1=von Gall \| first1=August Freiherr \| title=Das vollständige Formensystem der binären Form 7<sup>ter</sup>Ordnung \| doi=10.1007/BF01206218 \| year=1888 \| journal=[[Mathematische Annalen]] \| issn=0025-5831 \| volume=31 \| issue=3 \| pages=318–336 \| mr=1510486\| url=https://zenodo.org/record/2481603 }} {{Citation \| last1=Gordan \| first1=Paul \| title=Beweis, dass jede Covariante und Invariante einer binären Form eine ganze Funktion mit numerischen Coeffizienten einer endlichen Anzahl solcher Formen ist \| doi=10.1515/crll.1868.69.323 \| year=1868 \| journal= Journal für die reine und angewandte Mathematik \| volume=691868 \| pages= 323–354 \| issue=69\| url=https://zenodo.org/record/1448894 }} {{Citation \| last1=Hilbert \| first1=David \| author1-link=David Hilbert \| url=https://books.google.com/books?isbn=0521449030\|title=Theory of algebraic invariants \| origyear=1897 \| publisher=[[Cambridge University Press]] \| isbn=978-0-521-44457-6 \| year=1993 \| mr=1266168}} {{Citation \| last1=Kung \| first1=Joseph P. S. \| last2=Rota \| first2=Gian-Carlo \| author2-link=Gian-Carlo Rota \| title=The invariant theory of binary forms ~~\| url=http://www.ams.org/journals/bull/1984-10-01/S0273-0979-1984-15188-7~~ \| doi=10.1090/S0273-0979-1984-15188-7 \| year=1984 \| journal=American Mathematical Society. Bulletin. New Series \| issn=0002-9904 \| volume=10 \| issue=1 \| pages=27–85 \| mr=722856}} {{Citation \| last1=Schur \| first1=Issai \| editor1-last=Grunsky \| editor1-first=Helmut \| title=Vorlesungen über Invariantentheorie \| publisher=[[Springer-Verlag]] \| ___location=Berlin, New York \| series=Die Grundlehren der mathematischen Wissenschaften \| year=1968 \| volume=143 \|isbn = 978-3-540-04139-9 \| mr=0229674}} {{Citation \| last1=Shioda \| first1=Tetsuji \| title=On the graded ring of invariants of binary octavics \| year=1967 \| journal=[[American Journal of Mathematics]] \| issn=0002-9327 \| volume=89 \| pages=1022–1046 \| mr=0220738 \| jstor=2373415 \| doi=10.2307/2373415 \| issue=4}} {{Citation \| last1=Sturmfels \| first1=Bernd \| author1-link=Bernd Sturmfels \| title=Algorithms in invariant theory \| publisher=[[Springer-Verlag]] \| ___location=Berlin, New York \| series=Texts and Monographs in Symbolic Computation \| isbn=978-3-211-82445-0 \| doi=10.1007/978-3-211-77417-5 \| year=1993 \| mr=1255980}} {{Citation \| last1=Sylvester \| first1=J. J. \| author1-link=J. J. Sylvester \| last2=Franklin \| first2=F. \| title=Tables of the Generating Functions and Groundforms for the Binary Quantics of the First Ten Orders \| doi=10.2307/2369240 \| year=1879 \| journal=[[American Journal of Mathematics]] \| issn=0002-9327 \| volume=2 \| issue=3 \| pages=223–251 \| mr=1505222\| jstor=2369240 }} {{Citation \| last1=Sylvester \| first1=James Joseph \| title=Tables of the Generating Functions and Groundforms of the Binary Duodecimic, with Some General Remarks, and Tables of the Irreducible Syzygies of Certain Quantics \| jstor=2369149 \| publisher=The Johns Hopkins University Press \| year=1881 \| journal=[[American Journal of Mathematics]] \| issn=0002-9327 \| volume=4 \| issue=1 \| pages= 41–61 \| doi=10.2307/2369149}}

Invariant of a binary form: Difference between revisions