dbo:abstract |
In mathematical invariant theory, the catalecticant of a form of even degree is a polynomial in its coefficients that vanishes when the form is a sum of an unusually small number of powers of linear forms. It was introduced by ; see . The word catalectic refers to an incomplete line of verse, lacking a syllable at the end or ending with an incomplete foot. (en) |
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http://jeff560.tripod.com/c.html https://books.google.com/books%3Fid=Az5tAAAAMAAJ |
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dbr:American_Journal_of_Mathematics dbr:Invariant_of_a_binary_form dbc:Invariant_theory dbr:Square_matrix dbr:Hankel_matrix dbr:Invariant_theory dbr:Polynomial dbr:Catalectic dbr:Springer-Verlag |
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right (en) |
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But the catalecticant of the biquadratic function of x, y was first brought into notice as an invariant by Mr Boole; and the discriminant of the quadratic function of x, y is identical with its catalecticant, as also with its Hessian. Meicatalecticizant would more completely express the meaning of that which, for the sake of brevity, I denominate the catalecticant. (en) |
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, quoted by (en) |
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dbc:Invariant_theory |
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dbr:Polynomial |
rdfs:comment |
In mathematical invariant theory, the catalecticant of a form of even degree is a polynomial in its coefficients that vanishes when the form is a sum of an unusually small number of powers of linear forms. It was introduced by ; see . The word catalectic refers to an incomplete line of verse, lacking a syllable at the end or ending with an incomplete foot. (en) |
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Catalecticant (en) |
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freebase:Catalecticant wikidata:Catalecticant https://global.dbpedia.org/id/4gJqR |
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wikipedia-en:Catalecticant?oldid=1100328498&ns=0 |
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wikipedia-en:Catalecticant |
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dbr:Catalecticant_matrix dbr:Meicatalecticizant |
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dbr:Invariant_of_a_binary_form dbr:Glossary_of_classical_algebraic_geometry dbr:Glossary_of_invariant_theory dbr:Hankel_matrix dbr:James_Joseph_Sylvester dbr:Canonizant dbr:Catalecticant_matrix dbr:Meicatalecticizant |
is foaf:primaryTopic of |
wikipedia-en:Catalecticant |