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The previous section should be sufficient to hint at some of the complications involved in getting the semantics of multiple assignment right; indeed, in The Third Manifesto, we got them wrong twice, as already mentioned. Partly because we believe that examining blind alleys can be instructive (and partly just for the record), we summarize our failed attempts here. Let multiple assignment MA consist of single assignments, in sequence, A1, A2, ..., An. Then: In The Third Manifesto, first edition, we simply defined MA to be equivalent to executing A1, A2, ..., An in sequence (except that no constraint checking was done until the end, of course). This definition didn t work because it meant (for example) that the assignment X := Y , Y := X ; would fail to interchange the values of X and Y (it would set X equal to Y but then leave Y unchanged).

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When a variable is not assigned, the typeof function returns undefined Once you assign a variable, typeof will return another value If a variable is defined in the context of a function, then each and every time the function is called, the variable before being assigned will be undefined At the global level, a variable can be unset by using the delete operator, as follows: delete scopedVariable; Usually, the delete operator is used to reset the property of an object When delete is used with an identifier, a global variable reference is deleted You cannot remove a reference to a function using delete Let s test another variation of scope using dynamic code In JavaScript, using the eval function will execute a JavaScript buffer, which tests when a variable will be considered global scope and when it will be considered local scope The AlwaysLocalScope function will thus be modified.

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9. Note the implication here that an expression such as IA[4] on the left side of an assignment is a pseudovariable reference; logically, it is.

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In the second edition, by contrast, we required all of the right sides to be evaluated first; then we required A1, A2, .., An to be executed in parallel (followed by the constraint checking) This definition didn t work because it meant (for example) that the assignment X := Y , X := Z ; would have an unpredictable effect And in the book Temporal Data and the Relational Model, by C J Date, Hugh Darwen, and Nikos A Lorentzos (Morgan Kaufmann, 2003), we got the semantics wrong again .. To be specific, we required all of the right sides to be evaluated first, and then we required A1, A2, .., An to be executed in sequence instead of in parallel (followed by the constraint checking as usual) This definition didn t work because it meant (for example) that the assignment THE_X ( P ) := 7.

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