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Addition to C2E - the calculation of the moments of S(Q,w) i.e.
Zero-th moment: M0(Q) =Integral_over_w[S(Q,w)]
n-th moment: Mn(Q) =Integral_over_w[w^n^S(Q,w)]/M0(Q) for n=1 to 4.
Currently have a Python script to do it but it would be more efficient as an Algorithm. This routine would be used by both Indirect & Direct.As a generic algorithm it would do
Zero-th moment: M0 =Integral_over_x[y]
n-th moment: Mn =Integral_over_x[x^n^y]/M0 for n=1 to 4.
There is use for it elsewhere.
Keywords: C2E
The text was updated successfully, but these errors were encountered:
New request from Spencer:
Addition to C2E - the calculation of the moments of S(Q,w) i.e.
Currently have a Python script to do it but it would be more efficient as an Algorithm. This routine would be used by both Indirect & Direct.As a generic algorithm it would do
Zero-th moment: M0 =Integral_over_x[y]
n-th moment: Mn =Integral_over_x[x^n^y]/M0 for n=1 to 4.
There is use for it elsewhere.
Keywords: C2E
The text was updated successfully, but these errors were encountered: