eigenvalue in Greek
eigenvalue in Greek is ιδιοτιμή — eigenvalue means in linear algebra, a scalar that, when a linear transformation is applied to its matching non-zero vector, produces the same effect as simply multiplying that vector by the scalar.
eigenvalue in Greek
ιδιοτιμή
Pronounced: idiotimi
(linear algebra) A scalar, \lambda, such that there exists a non-zero vector x (a corresponding eigenvector) for which the image of x under a given linear operator \mathrm{A} is equal to the image of x under multiplication by \lambda; i.e. \mathrm{A} x = \lambda x.
What does "eigenvalue" mean?
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noun In linear algebra, a scalar that, when a linear transformation is applied to its matching non-zero vector, produces the same effect as simply multiplying that vector by the scalar.
"The matrix has two real eigenvalues."
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eigenvalue in a sentence
- The matrix has two real eigenvalues.
- To find the eigenvalues, you solve the characteristic equation of the matrix.
Common Greek translations
Frequently asked questions
What is "eigenvalue" in Greek?
"eigenvalue" in Greek is ιδιοτιμή. eigenvalue means: In linear algebra, a scalar that, when a linear transformation is applied to its matching non-zero vector, produces the same effect as simply multiplying that vector by the scalar.
How do you pronounce ιδιοτιμή?
"eigenvalue" in Greek is ιδιοτιμή, pronounced "idiotimi".
How do you use "eigenvalue" in a sentence?
Example: "The matrix has two real eigenvalues." In Greek, "eigenvalue" is ιδιοτιμή.
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