1. the quality or state of being capable of being inverted or reversed
Usage: commonly used in mathematics and logic
2. in mathematics, the property of a function or matrix that allows it to have an inverse
Usage: technical; used in algebra and linear algebra

Examples

• The invertibility of the matrix depends on whether its determinant is nonzero.
• In logic, the invertibility of a rule determines whether we can reverse its application.
• The invertibility of the transformation allows us to recover the original data.
• Mathematicians study the invertibility of functions to understand their behavior.
• The invertibility of the operation is essential for solving the equation.
• Without invertibility, we cannot find the inverse of the given matrix.