In mathematics, the Ince equation, named for Edward Lindsay Ince, is the differential equation When p is a non-negative integer, it has polynomial solutions called Ince polynomials.
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In mathematics, the Ince equation, named for Edward Lindsay Ince, is the differential equation When p is a non-negative integer, it has polynomial solutions called Ince polynomials. (en) Em matemática, a equação de Ince, desenvolvida por Edward Lindsay Ince, é a equação diferencial Quando p é um inteiro não negativo, ela possui soluções polinomiais chamadas polinômios de Ince. (pt) |
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http://researchcommons.waikato.ac.nz/bitstream/10289/1243/1/Kalnins%20variables%207.pdf https://books.google.com/books%3Fid=ML5wm-T4RVQC |
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dbr:Differential_equation dbr:Edward_Lindsay_Ince dbr:Journal_of_Mathematical_Physics dbc:Ordinary_differential_equations dbr:Ince–Gaussian_beam dbr:Whittaker–Hill_equation |
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G. (en) |
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Equations of Whittaker–Hill and Ince (en) |
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In mathematics, the Ince equation, named for Edward Lindsay Ince, is the differential equation When p is a non-negative integer, it has polynomial solutions called Ince polynomials. (en) Em matemática, a equação de Ince, desenvolvida por Edward Lindsay Ince, é a equação diferencial Quando p é um inteiro não negativo, ela possui soluções polinomiais chamadas polinômios de Ince. (pt) |
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Ince equation (en) Equação de Ince (pt) |
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