About the Project
NIST

Mellin–Barnes type

AdvancedHelp

(0.001 seconds)

1—10 of 12 matching pages

1: 15.6 Integral Representations
§15.6 Integral Representations
See accompanying text
Figure 15.6.1: t -plane. … Magnify
2: 11.5 Integral Representations
MellinBarnes Integrals
3: 10.32 Integral Representations
MellinBarnes Type
MellinBarnes Type
4: 12.5 Integral Representations
§12.5(iii) MellinBarnes Integrals
5: 8.6 Integral Representations
MellinBarnes Integrals
6: 8.19 Generalized Exponential Integral
8.19.4 E p ( z ) = z p - 1 e - z Γ ( p ) 0 t p - 1 e - z t 1 + t d t , | ph z | < 1 2 π , p > 0 .
Integral representations of MellinBarnes type for E p ( z ) follow immediately from (8.6.11), (8.6.12), and (8.19.1). …
7: 10.9 Integral Representations
MellinBarnes Type Integrals
MellinBarnes Type
8: 13.4 Integral Representations
§13.4(iii) MellinBarnes Integrals
9: 13.16 Integral Representations
§13.16(iii) MellinBarnes Integrals
10: 9.12 Scorer Functions
MellinBarnes Type Integral