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Corbin ,

There are subfields of computer science dedicated to this question. A good starting point for the theory would be Pessimal algorithms and simplexity analysis, which lays out two concepts:

  • The time & space simplexity of an algorithm indicates best-case lower bounds on resource usage, and
  • An algorithm is pessimal if no equivalent algorithm wastes more time/space/etc.

For example, common folklore is that sorting has O(n lg n) time complexity, depending on assumptions. In the paper, they give that sorting has Ω(n ** (lg n / 2)) time simplexity; any algorithm which takes more time, like bogosort, must do so through some sort of trickery like non-determinism or wasting time via do-nothing operations.

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