Having a determinant of ±1.
- Nonsingular linear transformations that subsume the class of unimodular transformations are presented.
- A matrix is totally unimodular if the determinant of every induced square submatrix is equal to - 1, 0, or +1.
- Here we consider the linear discrepancy of strongly unimodular matrices.
What do you find interesting about this word or phrase?
Comments that don't adhere to our Community Guidelines may be moderated or removed.