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.
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Line breaks: uni|modu¦lar
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