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The dense matrix resulting from an integral equation (IE)-based solution of Maxwell&#39;s equations can be compactly represented by an H2-matrix with controlled accuracy. In this paper, we develop a new direct solution for general H2-matrices. The new solution possesses not only explicitly controlled accuracy but also a full change of cluster basis to efficiently account for the updates to the origina...

Direct Solution of General ${\mathcal{H}}^2$ -Matrices With Controlled Accuracy and Concurrent Change of Cluster Bases for Electromagnetic Analysis