Programmer Guide/Command Reference/EVAL/sum: Difference between revisions
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Calculate the summation over one or more user-defined extents of a vector <var>x</var>. Depending on the number of extents, the result of the function is a vector or a scalar. | Calculate the summation over one or more user-defined extents of a vector <var>x</var>. Depending on the number of extents, the result of the function is a vector or a scalar. | ||
;Usage: | ;Usage: |
Revision as of 11:07, 8 April 2011
Calculate the summation over one or more user-defined extents of a vector x. Depending on the number of extents, the result of the function is a vector or a scalar.
- Usage
sum(x, us, os, n)
sum(x, uv, ov)
sum(x, rv)
sum(x, rm)
- x
- the data vector
- us, os, n
- us is the lowest index, os the highest and n the number of extents. All three arguments are scalars. Every pair
{'us'+d*k, us+d*(k+1)} (with: d=(os-us)/n, k=0..n-1)
defines an index extent to sum. - uv, ov
- Every pair
{uv[k], ov[k]} (with: k=0..nrow(uv)-1)
defines an index extent to sum. Both arguments must be vectors with same length. - rv
- Every pair
{rv[k], rv[k+1]} (with: k=0..nrow(rv)-2)
defines an index extent to sum. The argument must be vector. - rm
- Every pair
{rm[k,0], rm[k,1]} (with: k=0..nrow(rm)-1)
defines an index extent to sum. The argument must be matrix with 2 columns.