[PDF.32zt] Infinite Determinants in the Theory, of Mathieu's and Hill's Equations (Classic Reprint)

Infinite Determinants in the Theory, of Mathieu's and Hill's Equations (Classic Reprint)

[PDF.nv19] Infinite Determinants in the Theory, of Mathieu's and Hill's Equations (Classic Reprint)

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 | #13823181 in Books |  2012-06-15 | Original language:English |  9.00 x.12 x6.00l, | File type: PDF | 50 pages

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Abstract The existence of even or odd solutions of Mathieu sequation vzith period nor 2n depends on the vanishing of certain infinite determinants. It is shown that these determinants can be expressed in terms of the values of the even or odd solutions at x= n2, where xis the independent variable .T he corresponding result for Hill sdeterminant (which can be expressed in terms of the values of certain solutions at xn) has long since been found. The method applied in the ...

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