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ASYMPTOTIC PARTITION FORMULAE

The Quarterly Journal of Mathematics, 1931
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Asymptotic formulas and Lipschitz conditions

1967
If we let p → ∞ in the theorems of § 6 they go over formally into theorems about the boundedness of x−γϕ(x)(−1 < y < 0) or of |x − a| −γ|ϕ(x)−ϕ(a)| (0 ϕ y < 1), and about the boundedness of nγ+1 λ n or of $$ {n^\gamma }\sum\limits_{k = n}^\infty {{\lambda _k}}. $$
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Asymptotic formulae for Legendre functions

USSR Computational Mathematics and Mathematical Physics, 1965
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Differentiation of Asymptotic Formulas

The American Mathematical Monthly, 1981
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An asymptotic formula for bessel functions

USSR Computational Mathematics and Mathematical Physics, 1964
Vilenkin, N. Ya., Tsukerman, V. V.
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