Shows that H0(z) and the geometric locations of ζj determine oscillation properties of solutions to f'' + A(z)f = 0 when A is an exponential polynomial with lower-order entire coefficients.
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Exponential polynomials in the oscillation theory
Shows that H0(z) and the geometric locations of ζj determine oscillation properties of solutions to f'' + A(z)f = 0 when A is an exponential polynomial with lower-order entire coefficients.