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variants of this functions
MeijerG






Mathematica Notation

Traditional Notation









Hypergeometric Functions > MeijerG[{{a1,...,an},{an+1,...,ap}},{{b1,...,bm},{bm+1,...,bq}},z] > Integration > Definite integration > Generalization of classical Meijer's integral from two G functions > Main formulas





http://functions.wolfram.com/07.34.21.0014.01









  


  










Input Form





\[DoubleStruckCapitalC]\[DoubleStruckCapitalC] == (Subscript[\[DoubleStruckCapitalC], 1] || Subscript[\[DoubleStruckCapitalC], 2] || Subscript[\[DoubleStruckCapitalC], 3] || Subscript[\[DoubleStruckCapitalC], 4] || Subscript[\[DoubleStruckCapitalC], 5] || Subscript[\[DoubleStruckCapitalC], 6] || Subscript[\[DoubleStruckCapitalC], 7] || Subscript[\[DoubleStruckCapitalC], 8] || Subscript[\[DoubleStruckCapitalC], 9] || Subscript[\[DoubleStruckCapitalC], 10] || Subscript[\[DoubleStruckCapitalC], 11] || Subscript[\[DoubleStruckCapitalC], 12] || Subscript[\[DoubleStruckCapitalC], 13] || Subscript[\[DoubleStruckCapitalC], 14] || Subscript[\[DoubleStruckCapitalC], 15] || Subscript[\[DoubleStruckCapitalC], 16] || Subscript[\[DoubleStruckCapitalC], 17] || Subscript[\[DoubleStruckCapitalC], 18] || Subscript[\[DoubleStruckCapitalC], 19] || Subscript[\[DoubleStruckCapitalC], 20] || Subscript[\[DoubleStruckCapitalC], 21] || Subscript[\[DoubleStruckCapitalC], 22] || Subscript[\[DoubleStruckCapitalC], 23] || Subscript[\[DoubleStruckCapitalC], 24] || Subscript[\[DoubleStruckCapitalC], 25] || Subscript[\[DoubleStruckCapitalC], 26] || Subscript[\[DoubleStruckCapitalC], 27] || Subscript[\[DoubleStruckCapitalC], 28] || Subscript[\[DoubleStruckCapitalC], 29] || Subscript[\[DoubleStruckCapitalC], 30] || Subscript[\[DoubleStruckCapitalC], 31] || Subscript[\[DoubleStruckCapitalC], 32] || Subscript[\[DoubleStruckCapitalC], 33] || Subscript[\[DoubleStruckCapitalC], 34] || Subscript[\[DoubleStruckCapitalC], 35])










Standard Form





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MathML Form







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Rule Form





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Date Added to functions.wolfram.com (modification date)





2001-10-29





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