The authors compute explicit q-Stokes matrices for a confluent hypergeometric q-difference system and prove that the q-to-1 limit recovers classical Stokes matrices in a selected sector.
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Explicit evaluation of the $q$-Stokes matrices for certain confluent hypergeometric $q$-difference equations
The authors compute explicit q-Stokes matrices for a confluent hypergeometric q-difference system and prove that the q-to-1 limit recovers classical Stokes matrices in a selected sector.