如何在特征库中计算稀疏矩阵的逆

问题描述

我对C ++中的本征库有疑问.实际上，我想计算稀疏矩阵的逆矩阵.当我在Eigen中使用密集矩阵时，可以使用.inverse()操作来计算密集矩阵的逆.但是在稀疏矩阵中，我无法在任何地方找到逆运算.有谁知道计算稀疏矩阵的逆吗?帮我.

I have a question about Eigen library in C++. Actually, I want to calculate inverse matrix of sparse matrix.When I used Dense matrix in Eigen, I can use .inverse() operation to calculate inverse of dense matrix.But in Sparse matrix, I cannot find inverse operation anywhere. Does anyone who know to calculate inverse of sparse matrix? help me.

推荐答案

您不能直接执行此操作，但始终可以使用稀疏求解器之一对其进行计算.想法是解决A*X=I，其中I是单位矩阵.如果有解决方案，则X将是您的逆矩阵.本征文档上有关于稀疏求解器及其使用方法的页面，但是基本步骤如下:

You cannot do it directly, but you can always calculate it, using one of the sparse solvers. The idea is to solve A*X=I, where I is the identity matrix. If there is a solution, X will be your inverse matrix.The eigen documentation has a page about sparse solvers and how to use them, but the basic steps are as follows:

SolverClassName<SparseMatrix<double> > solver;
solver.compute(A);
SparseMatrix<double> I(n,n);
I.setIdentity();
auto A_inv = solver.solve(I);

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