New Trapedoizal Tail integration method
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05-13-2021, 12:05 PM
Post: #4
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RE: New Trapedoizal Tail integration method
(05-12-2021 06:05 PM)Namir Wrote: The method samples two function values in each interval at f(x+h/2-h/3) and fx(x+h/2+h/3) You might also try f(x+h/2 ± h/(2√3)) This is the points and weights for 2 points Gaussian quadrature. Because 2√3 ≈ 3.464 relatively close to 3, this explained the good result you observed. |
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Messages In This Thread |
New Trapedoizal Tail integration method - Namir - 05-12-2021, 06:05 PM
RE: New Trapedoizal Tail integration method - Paul Dale - 05-13-2021, 06:17 AM
RE: New Trapedoizal Tail integration method - Namir - 05-13-2021, 08:28 AM
RE: New Trapedoizal Tail integration method - Maximilian Hohmann - 05-13-2021, 12:12 PM
RE: New Trapedoizal Tail integration method - Albert Chan - 05-13-2021, 01:41 PM
RE: New Trapedoizal Tail integration method - Albert Chan - 05-13-2021 12:05 PM
RE: New Trapedoizal Tail integration method - Namir - 05-14-2021, 03:21 AM
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