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*
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* FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
* version 2 for more details (a copy is included in the LICENSE file that
* accompanied this code).
*
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* 2 along with this work; if not, write to the Free Software Foundation,
* Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301 USA.
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package org.graalvm.compiler.nodeinfo;
Constants representing an estimation of the number of CPU cycles needed to execute a certain
compiler node.
/**
* Constants representing an estimation of the number of CPU cycles needed to execute a certain
* compiler node.
*/
public enum NodeCycles {
The default value of the NodeInfo.cycles()
property. For further information about the use of CYCLES_UNSET
see NodeInfo.cycles()
.
/**
* The default value of the {@link NodeInfo#cycles()} property.
* <p>
* For further information about the use of {@code CYCLES_UNSET} see {@link NodeInfo#cycles()}.
*/
CYCLES_UNSET(0),
Nodes for which, due to arbitrary reasons, no estimation can be made either (1) statically
without inspecting the properties of a node or (2) at all (like e.g. for an invocation).
Nodes annotated with CYCLES_UNKNOWN
should specify the NodeInfo.cyclesRationale()
property to clarify why an estimation cannot be done.
/**
* Nodes for which, due to arbitrary reasons, no estimation can be made either (1) statically
* without inspecting the properties of a node or (2) at all (like e.g. for an invocation).
* <p>
* Nodes annotated with {@code CYCLES_UNKNOWN} should specify the
* {@link NodeInfo#cyclesRationale()} property to clarify why an estimation cannot be done.
*/
CYCLES_UNKNOWN(0),
Nodes for which runtime information is irrelevant and can be ignored, e.g. for test nodes.
/**
* Nodes for which runtime information is irrelevant and can be ignored, e.g. for test nodes.
*/
CYCLES_IGNORED(0),
Nodes that do not consume any CPU time during the "execution", e.g. Constants.
/**
* Nodes that do not consume any CPU time during the "execution", e.g. Constants.
*/
CYCLES_0(0),
CYCLES_1(1),
CYCLES_2(2),
CYCLES_4(4),
CYCLES_8(8),
CYCLES_16(16),
CYCLES_32(32),
CYCLES_64(64),
CYCLES_128(128),
CYCLES_256(256),
CYCLES_512(512),
CYCLES_1024(1024);
private static final NodeCycles[] VALUES = values();
public final int value;
NodeCycles(int value) {
this.value = value;
}
public boolean isValueKnown() {
return this != NodeCycles.CYCLES_UNKNOWN && this != NodeCycles.CYCLES_UNSET;
}
public static final int IGNORE_CYCLES_CONTRACT_FACTOR = 0xFFFF;
public static NodeCycles compute(NodeCycles base, int opCount) {
assert opCount >= 0;
if (opCount == 0) {
return CYCLES_0;
}
assert base.ordinal() > CYCLES_0.ordinal();
int log2 = log2(base.value * opCount);
for (int i = base.ordinal(); i < VALUES.length; i++) {
if (log2(VALUES[i].value) == log2) {
return VALUES[i];
}
}
return CYCLES_1024;
}
public static NodeCycles compute(int rawValue) {
assert rawValue >= 0;
if (rawValue == 0) {
return CYCLES_0;
}
for (int i = CYCLES_0.ordinal(); i < VALUES.length - 1; i++) {
if (VALUES[i].value >= rawValue && rawValue <= VALUES[i + 1].value) {
int r1 = VALUES[i].value;
int r2 = VALUES[i + 1].value;
int diff = r2 - r1;
return rawValue - r1 > diff / 2 ? VALUES[i + 1] : VALUES[i];
}
}
return CYCLES_1024;
}
private static int log2(int val) {
return (Integer.SIZE - 1) - Integer.numberOfLeadingZeros(val);
}
}