Titre: Irrationality measures for a class of Heines q-series
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Resume:
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Combining the iterations of q-functional equation
and explicitly known Padé approximations for
certain Heines q-hypergeometric series yield
good diophantine approximations for several special
cases of q-series.
Irrationality measures (2.33--8 over rationals)
for infinite products, q-logaritm, q-bessel,
Ramanujans mock theta series of third kind and
inverse fibonacci sum are given.