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Hypergeometric Functions
MeijerG[{{a1,...,an},{an+1,...,ap}},{{b1,...,bm},{bm+1,...,bq}},z,r]
Specific values
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Specialized values (171 formulas)
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General case with restrictions on z and r (3 formulas)
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Case {m,n,p,q}={0,1,2,0} (3 formulas)
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Case {m,n,p,q}={0,1,3,1} (5 formulas)
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Case {m,n,p,q}={0,2,2,0} (4 formulas)
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Case {m,n,p,q}={0,2,2,1} (4 formulas)
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Case {m,n,p,q}={0,2,2,2} (10 formulas)
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Case {m,n,p,q}={0,2,3,1} (2 formulas)
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Case {m,n,p,q}={0,2,3,2} (1 formula)
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Case {m,n,p,q}={0,2,4,2} (6 formulas)
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Case {m,n,p,q}={0,3,3,1} (3 formulas)
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Case {m,n,p,q}={0,4,4,2} (1 formula)
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Case {m,n,p,q}={1,0,0,2} (3 formulas)
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Case {m,n,p,q}={1,0,0,4} (1 formula)
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Case {m,n,p,q}={1,0,1,3} (6 formulas)
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Case {m,n,p,q}={1,1,1,2} (1 formula)
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Case {m,n,p,q}={1,1,1,3} (4 formulas)
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Case {m,n,p,q}={1,1,2,1} (1 formula)
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Case {m,n,p,q}={1,1,2,4} (1 formula)
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Case {m,n,p,q}={1,1,3,1} (2 formulas)
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Case {m,n,p,q}={1,1,4,2} (1 formula)
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Case {m,n,p,q}={1,2,2,1} (3 formulas)
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Case {m,n,p,q}={1,2,2,2} (3 formulas)
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Case {m,n,p,q}={1,2,3,1} (5 formulas)
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Case {m,n,p,q}={1,2,3,2} (2 formulas)
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Case {m,n,p,q}={1,2,3,5} (3 formulas)
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Case {m,n,p,q}={1,2,5,3} (4 formulas)
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Case {m,n,p,q}={1,3,4,2} (1 formula)
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Case {m,n,p,q}={2,0,0,2} (5 formulas)
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Case {m,n,p,q}={2,0,1,2} (4 formulas)
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Case {m,n,p,q}={2,0,1,3} (2 formulas)
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Case {m,n,p,q}={2,0,2,2} (11 formulas)
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Case {m,n,p,q}={2,0,2,3} (1 formula)
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Case {m,n,p,q}={2,0,2,4} (11 formulas)
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Case {m,n,p,q}={2,1,1,2} (3 formulas)
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Case {m,n,p,q}={2,1,1,3} (5 formulas)
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Case {m,n,p,q}={2,1,2,2} (3 formulas)
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Case {m,n,p,q}={2,1,2,3} (2 formulas)
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Case {m,n,p,q}={2,1,3,5} (4 formulas)
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Case {m,n,p,q}={2,2,2,4} (6 formulas)
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Case {m,n,p,q}={2,2,3,3} (4 formulas)
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Case {m,n,p,q}={2,2,4,2} (6 formulas)
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Case {m,n,p,q}={2,2,4,6} (6 formulas)
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Case {m,n,p,q}={2,2,6,4} (6 formulas)
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Case {m,n,p,q}={3,0,1,3} (3 formulas)
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Case {m,n,p,q}={3,0,2,6} (2 formulas)
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Case {m,n,p,q}={3,1,1,3} (1 formula)
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Case {m,n,p,q}={3,1,2,4} (1 formula)
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Case {m,n,p,q}={4,0,2,4} (2 formulas)
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MeijerG[{{a1,...,an},{an+1,...,ap}},{{b1,...,bm},{bm+1,...,bq}},z] | |
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