Über Orthogonalpolynome, die q-Differenzengleichungen genügen
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...[8], [10], [18], [19], [24], [25], [31], [111], [114], [121], [127], [134], [140], [145], [158], [160], [161], [163], [172], [176], [180], [197], [212], [214]....
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...[10], [25], [43], [45], [88], [111], [114], [121], [142], [145], [158], [160], [180], [197], [215], [217], [218]....
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...[8], [10], [25], [114], [121], [127], [140], [142], [160], [163], [176], [180], [181], [212]....
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Cites background or methods from "Über Orthogonalpolynome, die q-Diff..."
...These functions play in the theory of q-difference equations the rôle of the arbitrary constants of the differential equations [399], [166]....
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...We can say the following about the convergence of the q-series pφr Hahn 1949 [401]: The series of type (p, p−1) converge for |z| < 1 when 0 < |q| < 1; because the coefficient of zn is bounded and tends to 1....
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References
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