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Inaccurate statement about solving equations #2814
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Without entering the debate regarding declaration equations, I also react against the statement that an algorithm would define with respect to which variables it will be solved. |
The obvious solution would be to just remove it, but ideally we should preserve the intent. In contrast to a statement in an algorithm section, a normal equation do not define which variable is computed from it. Using "compute" instead of "solve" as both algorithms and equations can be solved for other variables, but it seems accurate to say that an |
I find the words compute and solve too close to be a useful distinction here. If the text would say compute regarding a variable in an equation, I'd probably read that as solving for that variable, and then the reading becomes dangerously close to what we currently have. I'm not sure there is any intent here really worth preserving. |
I agree with @henrikt-ma that compute and solve are too close. I am not sure if it is easy to express the difference between the equations and algorithms concisely without adding a whole bunch of except.... One clear difference is that algorithm determines the order in which statements are executed. The order of equations can be changed in order to solve them. The problematic sentence was not there in 3.4. So maybe it would be fine to omit it. |
In Chapter 8 Equations in the introductory paragraph, there the following statement:
It is not an accurate statement. For example, in when-equations the left-hand side determines which variable the equation should be solved for. Similarly, the declaration equations should be solved for the variable that is declared by the declaration.
I noticed that while reviewing #2788.
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