»ã±¨±êÌâ (Title)£º´ÓWhippleµÄ3F2ÇóºÍʽµÄq-·ÂÕյõ½µÄq-ͬÓàʽ£¨A q-supercongruence from a q-analogue of Whipple¡¯s 3F2 summation formula£©

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»ã±¨ÌáÒª£ºIn terms of a q-analogue of Whipple's summation formula, the creative microscoping method recently introduced by Guo and Zudilin, and the Chinese remainder theorem for coprime polynomials, we eatablish a q-supercongruence modulo the fifth power of a cyclotomic polynomial. More concretely, we give a q-analogue of a result by Swisher and a q-analogue of a conjecture by Liu.