Borel-transform formalism yields explicit solutions to the linear zeta field equation ζ(∂_t² + h)φ = J(t) when J is entire of exponential type, and analytic solutions on Runge domains for more general analytic J.
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The Borel transform and linear nonlocal equations: applications to zeta-nonlocal field models
Borel-transform formalism yields explicit solutions to the linear zeta field equation ζ(∂_t² + h)φ = J(t) when J is entire of exponential type, and analytic solutions on Runge domains for more general analytic J.