This is made possible by the property of the L and U matrices in this decomposition are triangular. The end result of both L and U are also stored in this input matrix. No separate L and U matrix variables are used and the calculations are done in place with the original input matrix A. ![]() ![]() The non-pivoting program described here for the TI-84 series is with a twist. There is no built-in function like in the Nspire for this, but there are many programs available online, with most of them employing a simple Doolittle algorithm without pivoting. As an extension to a previous entry on doing LU decomposition in Nspire and R, the TI-84 is covered here.
0 Comments
Leave a Reply. |