Hello everyone, I have a block sparse matrices A created from the DMDA3d. Before passing the matrix to ksp solver, I want to apply a transformation to this matrix: namely A:= invdiag(A)*A. Here invdiag(A) is the inverse of the block diagonal of A. What is the best way to get the transformed matrix?
At this moment, I created a new mat IDA=inv(diag(A)) by looping through each row and call MatMatMult to get B=invdiag(A)*A, then destroy the temporary matrix B. However, I prefer the in-place transformation if possible, namely, without the additional matrix B for memory saving purpose. Do you have any suggestion on compute invdiag(A)*A for mpibaij matrix? Thanks for your help. Best, Xiangdong
