Extensions of two q-Gosper identities with an extra integer parameter
classification
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gosperidentitiesintegerparameterextensionsextraseriesaccording
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According to the method of series rearrangement, we establish the extensions of two $q$-Gosper identities with an extra integer parameter. The limiting cases of them produce the generalizations of Gosper's two $_3F_2(\frac{3}{4})$-series identities with an additional integer parameter. Meanwhile, several related results are also given.
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