Etymology:
Meaning:
Origin:
The term "invariant" was first used in mathematics by German mathematician Carl Friedrich Gauss in the early 19th century. He coined the term to describe quantities that remain constant under certain transformations.
For example, the area of a triangle is invariant under rotation and translation. No matter how you rotate or translate a triangle, its area remains the same.
The concept of invariance has since been extended to many other fields, including physics, engineering, and computer science. In general, an invariant is a property or characteristic that remains unchanged under specified conditions.
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