Basic Hypergeometric Series: Additional summation, transformation, and expansion formulas

@inproceedings{Gasper2004BasicHS,
  title={Basic Hypergeometric Series: Additional summation, transformation, and expansion formulas},
  author={G. Gasper and M. Rahman},
  year={2004}
}
53 Citations
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  • Highly Influenced
  • PDF
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  • 5
  • Highly Influenced
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  • 1
  • Highly Influenced
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  • Highly Influenced
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  • Highly Influenced
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  • C. Wei
  • Mathematics, Chemistry
  • 2018
  • 1
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