1. the quality or state of remaining unchanged or constant; properties that do not vary under certain transformations or conditions
Usage: often used in mathematics, physics, and computer science

Examples

• The physicist studied the invariances of physical laws across different reference frames.
• Mathematical invariances help identify fundamental properties that remain constant under transformations.
• The software engineer tested for invariances in the system’s behavior under various conditions.
• Symmetry invariances play a crucial role in modern theoretical physics.
• The researcher documented several invariances in the data patterns across different experiments.
• Understanding these invariances is essential for developing robust algorithms.