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- W1884683898 abstract "Synopsis The problem discussed is that of determining the sequence {a n } such that where (λ n ) is the sequence of positive zeros of the function λ J ν (λ) + HJ ν (λ), arranged in order of increasing magnitude, þ, ν and H are real constants (−I <þ < I, ν > −½) and f 1 (ρ), f 2 (ρ) are prescribed. By expressing the sequence { c n } in terms of a sequence of integrals involving a function g ( t ) the problem is reduced to the solution of a non-singular Fredholm integral of the second kind for g ( t )." @default.
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- W1884683898 date "1963-01-01" @default.
- W1884683898 modified "2023-09-25" @default.
- W1884683898 title "XV.—Dual Series Relations II. Dual Relations Involving Dini Series" @default.
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- W1884683898 doi "https://doi.org/10.1017/s0080454100007810" @default.
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