Discrete analogues of the Erdélyi type integrals for hypergeometric functions
Y Vyas, AV Bhatnagar, K Fatawat… - Journal of …, 2022 - Wiley Online Library
Gasper followed the fractional calculus proof of an Erdélyi integral to derive its discrete
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
Discrete Analogues of the Erdé lyi Type Integrals for Hypergeometric Functions
Y Vyas, AV Bhatnagar, K Fatawat, DL Suthar… - Journal of …, 2022 - ideas.repec.org
Gasper followed the fractional calculus proof of an Erdé lyi integral to derive its discrete
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
Discrete Analogues of the Erdélyi Type Integrals for Hypergeometric Functions
Y Vyas, AV Bhatnagar, K Fatawat… - Journal of …, 2022 - search.proquest.com
Gasper followed the fractional calculus proof of an Erdélyi integral to derive its discrete
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
[PDF][PDF] Research Article Discrete Analogues of the Erdelyi Type Integrals for Hypergeometric Functions
Y Vyas, AV Bhatnagar, K Fatawat, DL Suthar… - 2022 - researchgate.net
Gasper followed the fractional calculus proof of an Erdélyi integral to derive its discrete
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
Discrete Analogues of the Erdé lyi Type Integrals for Hypergeometric Functions
Y Vyas, AV Bhatnagar, K Fatawat… - Journal of …, 2022 - econpapers.repec.org
Gasper followed the fractional calculus proof of an Erdé lyi integral to derive its discrete
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …
analogue in the form of a hypergeometric expansion. To give an alternative proof, we derive …