nondegeneracy Definition
the state or quality of not being degenerate, especially in mathematics where it refers to a property of functions or matrices that ensures they have unique solutions.
Using nondegeneracy: Examples
Take a moment to familiarize yourself with how "nondegeneracy" can be used in various situations through the following examples!
Example
The nondegeneracy of the matrix guarantees that there is a unique solution to the system of equations.
Example
The nondegeneracy of the function is crucial for its use in optimization problems.
Summary: nondegeneracy in Brief
The term 'nondegeneracy' [non-di-jen-er-uh-see] refers to the state or quality of not being degenerate, especially in mathematics where it refers to a property of functions or matrices that ensures they have unique solutions. It is crucial for optimization problems and guarantees unique solutions to systems of equations.
