Descriptive Complexity is a branch of computational complexity theory that focuses on characterizing complexity classes in terms of the expressiveness of logical languages. Instead of measuring complexity based purely on resource usage (like time or space), descriptive complexity relates the complexity of problems to the types of formulas or logical expressions that can describe them. The central idea behind descriptive complexity is that the resources required to solve a problem can be captured by the types of logical sentences needed to express the problem within a certain logical framework.
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