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If this is a timed wait, an internal action removing t from m's wait set that occurs after at least millisecs milliseconds plus nanosecs nanoseconds elapse since the beginning of this wait action

ATTRIBUTE_FILE ATTRIBUTE NAME VALUE ::= ::= ::= ::= ATTRIBUTE+ NAME '=' VALUE '\n' [a-zA-Z]\w* 'true' | 'false' | \d+ | NAME

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An internal action by the implementation Implementations are permitted, although not encouraged, to perform ``spurious wake-ups'' -- to remove threads from wait sets and thus enable resumption without explicit instructions to do so Notice that this provision necessitates the Java coding practice of using wait only within loops that terminate only when some logical condition that the thread is waiting for holds

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4 If thread t was removed from m's wait set in step 2 due to an interrupt, t's interruption status is set to false and the wait method throws InterruptedException 1782 Noti cation

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Here we have moved the newline to the end of the ATTRIBUTE nonterminal, thus simplifying the de nition of ATTRIBUTE_FILE We have also reused the NAME nonterminal in the VALUE although this is a dubious change since it is mere coincidence that they can both match the same regex This version of the BNF should match exactly the same text as the rst one Once we have a BNF we can test it mentally or on paper For example, given the text depth = 37\n , we can work through the BNF to see if the text matches, starting with the rst nonterminal, ATTRIBUTE_FILE This nonterminal begins by matching another nonterminal, ATTRIBUTE And the ATTRIBUTE nonterminal begins by matching yet another nonterminal, NAME, which in turn must match the terminal regex, [a-zA-Z]\w* The regex does indeed match the beginning of the text, matching depth The next thing that ATTRIBUTE must match is a terminal, the literal = And here the match fails because depth is followed by a space At this point the parser should report that the given text does not match the grammar In this particular case we must either x the data by eliminating the space before and after the =, or opt to change the grammar for example, changing the ( rst) de nition of ATTRIBUTE to NAME \s* = \s* VALUE After doing a few paper tests and re ning the grammar like this we should have a much clearer idea of what our BNF will and won t match A BNF must be complete to be valid, but a valid BNF is not necessarily a correct one One problem is with ambiguity in the example shown here the literal value true matches the VALUE nonterminal s rst alternative ('true'), and also its last alternative ([a-zA-Z]\w*) This doesn t stop the BNF from being valid, but it is something that a parser implementing the BNF must account for And as we will see later in this chapter, BNFs can become quite tricky since sometimes we de ne things in terms of themselves This can be another source of ambiguity and can result in unparseable grammars Precedence and associativity are used to decide the order in which operators should be applied in expressions that don t have parentheses Precedence is used when there are different operators, and associativity is used when the operators are the same For an example of precedence, the Python expression 3 + 4 * 5 evaluates to 23 This means that * has higher precedence in Python than + because the expression behaved as if it were written 3 + (4 * 5) Another way of saying this is in Python, * binds more tightly than + For an example of associativity, the expression 12 / 3 / 2 evaluates to 2 This means that / is left-associative, that is, when an expression contains two or more /s they will be evaluated from left to right Here, 12 / 3 was evaluated rst to produce 4 and then 4 / 2 to produce 2 By contrast, the = operator is right-associative, which is why we can write x = y = 5 When there are two or more =s they are evaluated from right to left, so y = 5 is evaluated rst, giving y a value, and then x = y giving x a value If = was not right-associative the.

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