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matrix eigenvalues
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a nonderogatory matrix has the following property: each eigenvalue has unit geometric multiplicity
простая матрица
by A we denote the maximum of the moduli
of the absolute values
of the eigenvalues of this matrix
абсолютное значение
(модуль)
by A we denote the maximum of the moduli
of the absolute values
of the eigenvalues of this matrix
абсолютное значение
(модуль)
eigenvalue of a matrix
корень характеристического уравнения матрицы
eigenvalue of matrix
характеристическое число матрицы
if all the eigenvalues of a symmetric matrix are negative, then this matrix is said to be negative definite
отрицательно определённая матрица
if all the eigenvalues of a symmetric matrix are positive, then this matrix is said to be positive definite
положительно определённая матрица
kth eigenvalue of a square matrix
k-е собственное значение квадратной матрицы
(
clck.ru
dimock
)
the inertia of a symmetric matrix is the triple whose elements are the number of positive, negative, and zero eigenvalues, counted with multiplicities
инерция матрицы
the signature of a symmetric matrix is the difference between the number of positive eigenvalues and the number of negative eigenvalues
сигнатура матрицы
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