CGAL 5.1.3 - dD Geometry Kernel
Linear Algebra Concepts

## Concepts

conceptLinearAlgebraTraits_d
The data type LinearAlgebraTraits_d encapsulates two classes Matrix, Vector and many functions of basic linear algebra. An instance of data type Matrix is a matrix of variables of type NT. Accordingly, Vector implements vectors of variables of type NT. Most functions of linear algebra are checkable, i.e., the programs can be asked for a proof that their output is correct. For example, if the linear system solver declares a linear system $$A x = b$$ unsolvable it also returns a vector $$c$$ such that $$c^T A = 0$$ and $$c^T b \neq 0$$. More...

conceptMatrix
An instance of data type Matrix is a matrix of variables of number type NT. The types Matrix and Vector together realize many functions of basic linear algebra. More...

conceptVector
An instance of data type Vector is a vector of variables of number type NT. Together with the type Matrix it realizes the basic operations of linear algebra. More...