invertible

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which has an inverse
Capable of being inverted or turned
matrix: A matrix is invertible if it has an inverse
Incapable of being turned or changed
A function, f(x), is invertible if there is a function, g(x), which is its inverse In this case, there is only one possible inverse, and we denote it by f -1(x) This inverse is characterized by the equations, f(f -1(x)) = x and f -1(f(x)) = x
Capable of being changed or converted; as, invertible sugar
matrix: A matrix is invertible if it has an inverse ON S8 8 p372; Str S2 4; AR7 pp42-44
{s} may be reversed, may be inverted
having an additive or multiplicative inverse
invertible matrices
plural form of invertible matrix
invertible matrix
a square matrix which, when multiplied by another (in either order), yields the identity matrix
non-invertible
not admitting an additive or multiplicative inverse
invertible
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