| | Free variables vs. bounded variables (Site not responding. Last check: 2007-10-21) |
 | | Free variable: a variable is free if, given a current partial set of free variables, the variable is not non-differential dependent of any combination of the partial set of current variables. |
 | | Bounded variable: a variable is bounded if, given a current partial set of free variable, exist an algebraic, non-differential equation that can be used to compute the variable based on the values of the current partial set of free variables. |
 | | State variables: once we can define univocally the inner state of our entity only with the information of the current partial set of free variables, we can define that set as a set of free variables. |
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