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A F Leont’ev (1971)
Equations of infinite order with analytic solutionsMath. Notes, 10
G. Valiron
Sur les solutions des équations différentielles linéaires d'ordre infini et à coefficients constantsAnnales Scientifiques De L Ecole Normale Superieure, 46
E. Zikkos (2011)
The closed span of an exponential system in the Banach spaces Lp(γ, β) and C[γ, β]J. Approx. Theory, 163
A. Leont'ev (1971)
Infinite-order differential equations with analytic solutionsMathematical notes of the Academy of Sciences of the USSR, 10
L. Carleson (1953)
On infinite differential equations with constant coefficients. IMathematica Scandinavica, 1
E. Zikkos (2005)
On a theorem of norman levinson and a variation of the fabry gap theorem, 50
A. Sedletskii (2005)
Analytic Fourier transforms and exponential approximations. IJournal of Mathematical Sciences, 129
In this article we give a necessary and sufficient condition in order for a function to be a solution for a special case of an infinite order differential equation that was investigated by L. Carleson and A. F. Leont’ev.
Computational Methods and Function Theory – Springer Journals
Published: Aug 21, 2012
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