Loop-invariant code motion
In computer programming, loop-invariant code consists of statements or expressions (in an imperative programming language) that can be moved outside the body of a loop without affecting the semantics of the program. Loop-invariant code motion (also called hoisting or scalar promotion) is a compiler optimization that performs this movement automatically. ExampleIn the following code sample, two optimizations can be applied. int i = 0;
while (i < n) {
x = y + z;
a[i] = 6 * i + x * x;
++i;
}
Although the calculation int i = 0;
if (i < n) {
x = y + z;
int const t1 = x * x;
do {
a[i] = 6 * i + t1;
++i;
} while (i < n);
}
This code can be optimized further. For example, strength reduction could remove the two multiplications inside the loop ( Invariant code detectionUsually, a reaching definitions analysis is used to detect whether a statement or expression is loop invariant. For example, if all reaching definitions for the operands of some simple expression are outside of the loop, the expression can be moved out of the loop. Recent work by Moyen, Rubiano and Seiller uses data-flow dependence analysis [1] to detect not only invariant commands but larger code fragments such as an inner loop. The analysis also detects quasi-invariants of arbitrary degrees, that is commands or code fragments that become invariant after a fixed number of iterations of the loop body. This technique was later used by Aubert, Rubiano, Rusch, and Seiller to automatically parallelise loops.[2] BenefitsLoop-invariant code which has been hoisted out of a loop is executed less often, providing a speedup. Another effect of this transformation is allowing constants to be stored in registers and not having to calculate the address and access the memory (or cache line) at each iteration. However, if too many variables are created, there will be high register pressure, especially on processors with few registers, like the 32-bit x86. If the compiler runs out of registers, some variables will be spilled. To counteract this, the inverse optimization can be performed, rematerialization. See alsoFurther reading
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