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The most compact algorithm for Simpson's rule??
12-12-2015, 11:02 PM
Post: #9
RE: The most compact algorithm for Simpson's rule??
This is a slightly different version based on one of Dieter's remarks.

Code:
h=(B-A)/N
Sum=f(A)-f(B)
k=4
A=A+h
Do
  Sum = Sum + k*f(A)
  k=6-k
  A=A+h
  N=N-1
Loop Until N=0
Area=h/3*Sum
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RE: The most compact algorithm for Simpson's rule?? - Namir - 12-12-2015 11:02 PM



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