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generalized eigenvector中文什么意思

發(fā)音:   用"generalized eigenvector"造句

百科釋義

    In linear algebra, for a matrix A, there may not always exist a full set of linearly independent eigenvectors that form a complete basis ? a matrix may not be diagonalizable. This happens when the algebraic multiplicity of at least one eigenvalue λ is greater than its geometric multiplicity (the nullity of the matrix (A-lambda I), or the dimension of its nullspace).
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