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Order is the ability to describe a system with a minimum number of parameters.

That's spot on, you're speaking the truth! Although I would make a slight correction:

An ordered system is a system that can be described with a finite number of parameters. And the smaller the minimum number of parameters for its description, the more ordered it is.

And if the minimum number of parameters is infinite, then it is already chaos.

And from this definition, it clearly follows that order is not subjective, but absolute. If it was possible to describe the system with a finite number of parameters, then it can be said with certainty that it is ordered. If it was possible to reduce the number of parameters, it means that it turned out to be more ordered. But this is, of course, only when choosing an absolute method of description. Here again the question arises - does such a method exist? Again, it's unclear. Currently, logic and the sciences that are built on it serve as such a method. But they are constantly expanding and will expand to infinity.