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| Paper IPM / P / 6495 |
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| Abstract: | |||||
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In this article a different interpretation is given of the quantum plane
introduced by Manin and the Q-analytic functions on its two-intervals are
characterized. The A1(q) modules of Q-analytic functions defined in this
article are in fact noncommutative associative algebras with unity, which can
be considered as the deformations of the algebras of analytic functions on the
two intervals of R2. Some results obtained by this approach are briefly
mentioned.
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