I have a list where each element is a 5 * 5 matrix. For example,
[[1]] V1 V2 V3 V4 V5 [1,] 0.000000 46.973700 21.453500 338.547000 10.401600 [2,] 43.020500 0.000000 130.652000 840.526000 56.363700 [3,] 12.605600 173.238000 0.000000 642.075000 19.628100 [4,] 217.946000 626.368000 481.329000 0.000000 642.341000 [5,] 217.946000 626.368000 481.329000 0.000000 642.341000 [[2]] V1 V2 V3 V4 V5 [1,] 0.000000 47.973700 21.453500 338.547000 10.401600 [2,] 143.020500 0.000000 130.652000 840.526000 56.363700 [3,] 312.605600 17.238000 0.000000 642.075000 19.628100 [4,] 17.946000 126.368000 481.329000 0.000000 642.341000 [5,] 217.946000 626.368000 481.329000 0.000000 642.341000 ...
How can I use the application function to sum the matrix [1] - [n] and return the 5 * 5 matrix as a result (each element is the sum of the corresponding elements in each matrix in the list)?
list matrix r
Seen Jul 25 2018-12-12T00: 00Z
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