Package: EfficientMaxEigenpair 0.1.4

The tridiagonal case (Example 7 in Chen (2016)) | The general case (Example 20 in Chen (2016)) | Acknowledgement | Examples | Efficient initials. The tridiagonal case. | The minimal eigenvalue of -Q Example 7 (Same as in Example 1) | Example 7 (Ordinary and Improved) | With safe improvement | The maximal eigenvalue of A Example 8 (Due to L.K.Hua) | Example 10 (tridiagonal case) | Example A3 in Chen (2017) | Efficient initials. The general case. | Fixed Uniformly distributed initial vector $v_0=(1,\dots,1)/\sqrt(N+1)$. | Choice I for $z_0=\sup_{i\in E}A_{i}$ | Example 13 | Example 14 | Example 15 | Example 16 (Same as Example 1) | Choice II for $z_0=v_0^{\ast}Av_{0}$ for Example 13-15 | Choice III for numeric $z_0$ | Example 17: Symmetrizing matrix $A$ | Example 17: Without Symmetrizing matrix $A$ | Example 18 (Same as Example 10) | Example 19 (Same as Example 14) | Example 20 (Same as Example 15) | Example 21 | Example 22 | The result given by general algorithm | The result given by tri algorithm | The next to the maximal eigenpair. | Tridiagonal matrix case. | Example 25 | Example 26 | General matrix case. | Example 27 | Example 28 | References