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Now we consider the determinant identity [14], frac{h(boldsymbol{z})}{h(boldsymbol{u})} = det_{1 leq j,k leq N} left[ Phi_{xi}^{u_{k}} z_{j}) right], (4.8).
Obtained characteristic equation is further analytically simplified using the basic properties of block matrices, and in order to solve the problem numerically, it is sufficient to consider the determinant of the 6 × 6 matrix instead of taking the determinant 12 × 12 matrix, which reduces the numerical work considerably.
Obtained characteristic equation is further simplified using the basic properties of block matrices, and in order to solve the problem numerically, it is sufficient to consider the determinant of the 6 × 6 matrix instead of taking the determinant 12 × 12 matrix.
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