Bidiagonal matrix
In mathematics, a bidiagonal matrix is a banded matrix with non-zero entries along the main diagonal and either the diagonal above or the diagonal below. This means there are exactly two non zero diagonals in the matrix. When the diagonal above the main diagonal has the non-zero entries the matrix is upper bidiagonal. When the diagonal below the main diagonal has the non-zero entries the matrix is lower bidiagonal. For example, the following matrix is upper bidiagonal: and the following matrix is lower bidiagonal:
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Bidiagonal matrix
In mathematics, a bidiagonal matrix is a banded matrix with non-zero entries along the main diagonal and either the diagonal above or the diagonal below. This means there are exactly two non zero diagonals in the matrix. When the diagonal above the main diagonal has the non-zero entries the matrix is upper bidiagonal. When the diagonal below the main diagonal has the non-zero entries the matrix is lower bidiagonal. For example, the following matrix is upper bidiagonal: and the following matrix is lower bidiagonal:
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Aljebra linealean, matrize bid ...... ibidiagonal deritzo. Adibidez:
@eu
Em matemática, uma matriz bidi ...... matriz é bidiagonal inferior:
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En bidiagonal matris är en mat ...... på en nedåt bidiagonal matris
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In der linearen Algebra ist ei ...... Hessenbergmatrizen darstellen.
@de
In mathematics, a bidiagonal m ...... ng matrix is lower bidiagonal:
@en
Una matriz bidiagonal es una m ...... nal inferior La forma general:
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Aljebra linealean, matrize bid ...... ibidiagonal deritzo. Adibidez:
@eu
Em matemática, uma matriz bidi ...... matriz é bidiagonal inferior:
@pt
En bidiagonal matris är en mat ...... på en nedåt bidiagonal matris
@sv
In der linearen Algebra ist ei ...... Hessenbergmatrizen darstellen.
@de
In mathematics, a bidiagonal m ...... ng matrix is lower bidiagonal:
@en
Una matriz bidiagonal es una m ...... nal inferior La forma general:
@es
label
Bidiagonal matris
@sv
Bidiagonal matrix
@en
Bidiagonalmatrix
@de
Matriz bidiagonal
@es
Matriz bidiagonal
@pt
Matrize bidiagonal
@eu