1. The plural of invertibility; the quality or state of being capable of being inverted or reversed.
Usage: Primarily used in mathematics and logic to describe properties of functions, matrices, or operations that can be reversed or undone.

Examples

• The invertibilities of certain mathematical functions are essential to solving complex equations.
• In linear algebra, the invertibilities of matrices determine whether systems of equations have unique solutions.
• The invertibilities of logical operations allow us to work backward from conclusions to premises.
• Engineers must consider the invertibilities of their designs to ensure reversibility in critical systems.
• The invertibilities of chemical reactions are important in understanding equilibrium states.