Gamma function
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08-16-2024, 06:06 PM
(This post was last modified: 08-16-2024 06:59 PM by ftneek.)
Post: #6
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RE: Gamma function
Nice, simple solution.
It works here: (((-s)*Gamma((2/3),∞)+s*Gamma((2/3),0))/(s*s^(2/3)))(('Gamma') = Gamma2) -> s*Gamma((2/3))/((s^(1/3))^2*s) But not here: (laplace(t^(-1/3),t,s))(('Gamma') = Gamma2) -> Bad argument value I also prefer not to type Gamma=Gamma2 everytime: Code: g3:=(ex)->BEGIN Is there an easy way to make the laplace example work using this method? - neek |
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Messages In This Thread |
Gamma function - robmio - 08-06-2020, 01:56 PM
RE: Gamma function - robmio - 08-06-2020, 03:49 PM
RE: Gamma function - robmio - 08-06-2020, 06:14 PM
RE: Gamma function - ftneek - 08-16-2024, 09:36 AM
RE: Gamma function - Albert Chan - 08-16-2024, 11:47 AM
RE: Gamma function - ftneek - 08-16-2024 06:06 PM
RE: Gamma function - Albert Chan - 08-16-2024, 08:04 PM
RE: Gamma function - ftneek - 08-16-2024, 08:42 PM
RE: Gamma function - Albert Chan - 08-16-2024, 11:46 PM
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