Pentadiagonal Matrix
Linear Algebra, Matrix (Mathematics), Diagonal Matrix
978-613-8-58980-8
6138589807
72
2011-11-11
31.32 $
eng
https://images.our-assets.com/cover/230x230/9786138589808.jpg
https://images.our-assets.com/fullcover/230x230/9786138589808.jpg
https://images.our-assets.com/cover/2000x/9786138589808.jpg
https://images.our-assets.com/fullcover/2000x/9786138589808.jpg
In linear algebra, a pentadiagonal matrix is a matrix that is nearly diagonal; to be exact, it is a matrix in which the only nonzero entries are on the main diagonal, and the first two diagonals above and below it. So it is of the formIt follows that a pentadiagonal matrix has at most 5n − 6 nonzero entries, where n is the size of the matrix. Hence, pentadiagonal matrices are sparse. This makes them useful in numerical analysis.
https://morebooks.de/books/pt/published_by/tract/193151/products
Ciências Naturais Gerais
https://morebooks.de/store/pt/book/pentadiagonal-matrix/isbn/978-613-8-58980-8