New Sequential and Parallel Division Free Methods for Determinant of Matrices
A determinant plays an important role in many applications of linear algebra. Finding determinants using non division free methods will encounter problems if entries of matrices are represented in rational or polynomial expressions, and also when floating point errors arise. To overcome this proble...
Saved in:
主要作者: | Sharmila, Karim |
---|---|
格式: | Thesis |
语言: | eng eng |
出版: |
2013
|
主题: | |
在线阅读: | https://etd.uum.edu.my/3869/1/s92168.pdf https://etd.uum.edu.my/3869/7/s92168.pdf |
标签: |
添加标签
没有标签, 成为第一个标记此记录!
|
相似书籍
-
Bonded sequential and parallel insertion-deletion systems in formal language theory
由: Yosman, Ahmad Firdaus
出版: (2022) -
Sequential and Parallel Methods for Numerical Solutions of Delay Differential Equations
由: Ishak, Fuziyah
出版: (2009) -
New algorithms for optimizing the sizes of dixon and dixon dialytic matrices
由: Karimisangdehi, Seyedmehdi
出版: (2012) -
Parikh Matrices
由: Ng , Yin Yin
出版: (2008) -
New Algorithm for Determinant of Matrices Via Combinatorial Approach
由: Zake, Lugen M.
出版: (2012)