1 citations · 1 across the 3 of their papers we have counts for
3 papers
Elements of Design for Containers and Solutions in the LinBox Library
Brice Boyer, Jean-Guillaume Dumas, Pascal Giorgi +2
We describe in this paper new design techniques used in the \cpp exact linear algebra library \linbox, intended to make the library safer and easier to use, while keeping it generi…
Fast Computation of Smith Forms of Sparse Matrices Over Local Rings
Mustafa Elsheikh, Mark Giesbrecht, Andy Novocin +1
We present algorithms to compute the Smith Normal Form of matrices over two families of local rings. The algorithms use the \emph{black-box} model which is suitable for sparse and…
LinBox founding scope allocation, parallel building blocks, and separate compilation
Jean-Guillaume Dumas, Thierry Gautier, Clément Pernet +1
To maximize efficiency in time and space, allocations and deallocations, in the exact linear algebra library \linbox, must always occur in the founding scope. This provides a simpl…