For subordinators whose Laplace exponents admit power expansions, the paper proves higher-order correction terms to the Dynkin-Lamperti arcsine law and matching expansions of potential densities.
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Higher order approximations in arcsine laws for subordinators
For subordinators whose Laplace exponents admit power expansions, the paper proves higher-order correction terms to the Dynkin-Lamperti arcsine law and matching expansions of potential densities.