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H.3.1 Rewrite rules for clocks</div>
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The semantics of clocked sequences and properties is defined in terms of the semantics of unclocked </p>
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sequences and properties. The following rewrite rules define the transformation of a clocked sequence or property </p>
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into an unclocked version that is equivalent for the purposes of defining the satisfaction relation. In this </p>
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transformation, it is required that the conditions in event controls not be dependent upon any local variables. </p>
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? @(c) b ( !c [*0:$] ##1 c & b ) . </p>
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? @(c)( 1, v = e ) ( @(c) 1 ##0 ( 1, v = e )) . </p>
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? @(c)( P ) ( @(c) P ). </p>
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? @(c)( R1 ##1 R2 ) ( @(c) R1 ##1 @(c) R2 ) . </p>
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? @(c)( R1 ##0 R2 ) ( @(c) R1 ##0 @(c) R2 ) . </p>
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? @(c)( R1 or R2 ) ( @(c) R1 or @(c) R2 ) . </p>
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? @(c)( R1 intersect R2 ) ( @(c) R1 intersect @(c) R2 ) . </p>
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? @(c) first_match ( R ) first_match ( @(c) R ) . </p>
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? @(c) R [*0] ( @(c) R )[*0] . </p>
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? @(c) R [*1:$] ( @(c) R )[*1:$] . </p>
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? @(c) disable iff ( b ) P disable iff ( b ) @(c) P . </p>
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? @(c) not P not @(c) P. </p>
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? @(c) ( R |-> P ) ( @(c) R |-> @(c) P ) . </p>
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? @(c) ( P1 or P2 ) ( @(c) P1 or @(c) P2 ). </p>
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? @(c) ( P1 and P2 ) ( @(c) P1 and @(c) P2 ).</p></div>
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