eigenvalues
Posted: Mon May 13, 2019 8:48 pm
özdeğerler
eigenvalue için tanımlar
Isim
1
each of a set of values of a parameter for which a differential equation has a nonzero solution (an eigenfunction) under given conditions.
He showed that in this case the integral equation had real eigenvalues, and the solutions corresponding to these eigenvalues he called eigenfunctions.
2
any number such that a given matrix minus that number times the identity matrix has a zero determinant.
In particular he proved results on the existence of matrices with given eigenvalues and given diagonal elements.
Ayrıca bkz.
eigenvalue
eigenvalue için tanımlar
Isim
1
each of a set of values of a parameter for which a differential equation has a nonzero solution (an eigenfunction) under given conditions.
He showed that in this case the integral equation had real eigenvalues, and the solutions corresponding to these eigenvalues he called eigenfunctions.
2
any number such that a given matrix minus that number times the identity matrix has a zero determinant.
In particular he proved results on the existence of matrices with given eigenvalues and given diagonal elements.
Ayrıca bkz.
eigenvalue