The inhomogeneous eigenvalue(s) of matrices is the complex parameter(s) lambda with which the equation Ax - lambdax = b has solutions with ||x||_2 = 1 where A is a n x n matrix, b a nonzero vector. This problem is resulted from many practical applications. It is also of theoretical interests.
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机译：矩阵的非均匀特征值是复数参数lambda，方程Ax-lambdax = b的解具有|| x || _2 = 1的解，其中A是n x n矩阵，b是非零向量。这个问题是由许多实际应用引起的。这也具有理论意义。
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