Question

Define degeneracy and non degeneracy in operation research

Answer 1

Degeneracy

Degeneracy is simply the existence of more than one solution to the same problem. In your case we mean that there is more than one orbital with the same energy. A simplest example of degeneracy is when a line cuts a curve. Usually you have a number of places where they meet.

Non-Degeneracy

A degenerate case thus has special features, which makes it non-generic. However, not all non-generic cases are degenerate. For example, right triangles, isosceles triangles and equilateral triangles are non-generic and non-degeneracy.

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