Today we continue to read the WRL research report on the Swift Java Compiler. We were discussing branch removal and the two methods that Swift uses. The first method involves removing of branches for conditions that evaluate to 0 or 1 and involves removing a phi node that also removes an edge from the control flow graph The second method translates logical comparisons to bitwise comparisons. We now study runtime check elimination. Some checks or type tests can be made on the properties of values and corroborated with the control flow of a method. For example, if a statement checks if a value is non-null, then null checks can be eliminated in one branch of this if - statement. Generalizing this, Swift scans the current SSA graph for run-time checks that have not been eliminated. In the example above, if the successor block along one of the edges of the null time check has null checks, then they can be eliminated However values that depend on the null time check should not float above the successor block. To do this, Swift places a pin value and changes all users of the null-check to use pin value instead. Pin values do not generate any machine code but they are pinned to their original block. These measures guarantee that the values that depend on the null check stay within the correct branch of the IF statement. The same discussion applies for cast checks.
For example, for a cast check of value v, Swift scans the users of v for instanceof checks on v that control an IF. Similar to the null checks, redundant IFs are eliminated by searching for a dominant IF with the same controlling condition.
For a bounds check, however, Swift does somewhat more work. If Swift were to try to eliminate a bounds check whose index is value v. then Swift first scans the users of v to derive conditions on v. If it finds a comparision on v that controls an IF, then it may know that the comparision or its negation is true. On the other hand, if v is an induction variable of a loop that is monotonically increasing / decreasing, then v is guaranteed to be greater/less than its starting value. In the example of a for loop, the termination condition specifies that the index is always less than the termination value which is usually an array length. Similarly for a zero based loop, the index has to be greater than or equal to zero given that the index is monotonically increasing. Together these two conditions guarantee that the bounds check associated with accessing the array element at index i will always succeed and so Swift will swiftly remove it.
The key idea behind runtime checks is that Swift does not try to solve a system of inequalities involving i in order to prove properties of i. Instead, it looks at all the users of the value representing i, and determines if any direct comparisions of i can be shown to be true.
#coding exercise
GetAlternateOddNumberRangeSumCubeRootEigthPower (Double [] A)
{
if (A == null) return 0;
Return A.AlternateOddNumberRangeSumCubeRootEigthPower();
}
For example, for a cast check of value v, Swift scans the users of v for instanceof checks on v that control an IF. Similar to the null checks, redundant IFs are eliminated by searching for a dominant IF with the same controlling condition.
For a bounds check, however, Swift does somewhat more work. If Swift were to try to eliminate a bounds check whose index is value v. then Swift first scans the users of v to derive conditions on v. If it finds a comparision on v that controls an IF, then it may know that the comparision or its negation is true. On the other hand, if v is an induction variable of a loop that is monotonically increasing / decreasing, then v is guaranteed to be greater/less than its starting value. In the example of a for loop, the termination condition specifies that the index is always less than the termination value which is usually an array length. Similarly for a zero based loop, the index has to be greater than or equal to zero given that the index is monotonically increasing. Together these two conditions guarantee that the bounds check associated with accessing the array element at index i will always succeed and so Swift will swiftly remove it.
The key idea behind runtime checks is that Swift does not try to solve a system of inequalities involving i in order to prove properties of i. Instead, it looks at all the users of the value representing i, and determines if any direct comparisions of i can be shown to be true.
#coding exercise
GetAlternateOddNumberRangeSumCubeRootEigthPower (Double [] A)
{
if (A == null) return 0;
Return A.AlternateOddNumberRangeSumCubeRootEigthPower();
}
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