forked from kscience/kmath
Refactor, replace constants List with Array, create specification of named functions
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1b6a0a13d8
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a0453da4b3
@ -6,4 +6,5 @@ dependencies {
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api(project(path = ":kmath-core"))
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implementation("org.ow2.asm:asm:8.0.1")
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implementation("org.ow2.asm:asm-commons:8.0.1")
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implementation(kotlin("reflect"))
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}
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@ -31,10 +31,10 @@ open class AsmExpressionSpace<T>(
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AsmBinaryOperation(space, SpaceOperations.PLUS_OPERATION, a, b)
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override fun multiply(a: AsmExpression<T>, k: Number): AsmExpression<T> = AsmConstProductExpression(space, a, k)
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operator fun AsmExpression<T>.plus(arg: T) = this + const(arg)
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operator fun AsmExpression<T>.minus(arg: T) = this - const(arg)
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operator fun T.plus(arg: AsmExpression<T>) = arg + this
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operator fun T.minus(arg: AsmExpression<T>) = arg - this
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operator fun AsmExpression<T>.plus(arg: T): AsmExpression<T> = this + const(arg)
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operator fun AsmExpression<T>.minus(arg: T): AsmExpression<T> = this - const(arg)
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operator fun T.plus(arg: AsmExpression<T>): AsmExpression<T> = arg + this
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operator fun T.minus(arg: AsmExpression<T>): AsmExpression<T> = arg - this
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}
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open class AsmExpressionRing<T>(private val ring: Ring<T>) : AsmExpressionSpace<T>(ring), Ring<AsmExpression<T>> {
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@ -52,8 +52,8 @@ open class AsmExpressionRing<T>(private val ring: Ring<T>) : AsmExpressionSpace<
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override fun multiply(a: AsmExpression<T>, b: AsmExpression<T>): AsmExpression<T> =
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AsmBinaryOperation(space, RingOperations.TIMES_OPERATION, a, b)
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operator fun AsmExpression<T>.times(arg: T) = this * const(arg)
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operator fun T.times(arg: AsmExpression<T>) = arg * this
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operator fun AsmExpression<T>.times(arg: T): AsmExpression<T> = this * const(arg)
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operator fun T.times(arg: AsmExpression<T>): AsmExpression<T> = arg * this
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}
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open class AsmExpressionField<T>(private val field: Field<T>) :
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@ -69,6 +69,6 @@ open class AsmExpressionField<T>(private val field: Field<T>) :
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override fun divide(a: AsmExpression<T>, b: AsmExpression<T>): AsmExpression<T> =
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AsmBinaryOperation(space, FieldOperations.DIV_OPERATION, a, b)
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operator fun AsmExpression<T>.div(arg: T) = this / const(arg)
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operator fun T.div(arg: AsmExpression<T>) = arg / this
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operator fun AsmExpression<T>.div(arg: T): AsmExpression<T> = this / const(arg)
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operator fun T.div(arg: AsmExpression<T>): AsmExpression<T> = arg / this
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}
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@ -4,28 +4,55 @@ import scientifik.kmath.expressions.Expression
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import scientifik.kmath.operations.Algebra
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import scientifik.kmath.operations.Space
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import scientifik.kmath.operations.invoke
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import kotlin.reflect.full.memberFunctions
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import kotlin.reflect.jvm.jvmName
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interface AsmExpression<T> {
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fun tryEvaluate(): T? = null
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fun invoke(gen: AsmGenerationContext<T>)
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}
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internal fun <T> hasSpecific(context: Algebra<T>, name: String, arity: Int): Boolean {
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context::class.memberFunctions.find { it.name == name && it.parameters.size == arity }
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?: return false
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return true
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}
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internal fun <T> AsmGenerationContext<T>.tryInvokeSpecific(context: Algebra<T>, name: String, arity: Int): Boolean {
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context::class.memberFunctions.find { it.name == name && it.parameters.size == arity }
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?: return false
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val owner = context::class.jvmName.replace('.', '/')
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val sig = buildString {
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append('(')
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repeat(arity) { append("L${AsmGenerationContext.OBJECT_CLASS};") }
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append(')')
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append("L${AsmGenerationContext.OBJECT_CLASS};")
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}
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visitAlgebraOperation(owner = owner, method = name, descriptor = sig)
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return true
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}
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internal class AsmUnaryOperation<T>(private val context: Algebra<T>, private val name: String, expr: AsmExpression<T>) :
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AsmExpression<T> {
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private val expr: AsmExpression<T> = expr.optimize()
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override fun tryEvaluate(): T? = context {
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unaryOperation(
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name,
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expr.tryEvaluate() ?: return@context null
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)
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}
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override fun tryEvaluate(): T? = context { unaryOperation(name, expr.tryEvaluate() ?: return@context null) }
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override fun invoke(gen: AsmGenerationContext<T>) {
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gen.visitLoadAlgebra()
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gen.visitStringConstant(name)
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if (!hasSpecific(context, name, 1))
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gen.visitStringConstant(name)
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expr.invoke(gen)
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if (gen.tryInvokeSpecific(context, name, 1))
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return
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gen.visitAlgebraOperation(
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owner = AsmGenerationContext.ALGEBRA_CLASS,
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method = "unaryOperation",
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@ -55,10 +82,16 @@ internal class AsmBinaryOperation<T>(
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override fun invoke(gen: AsmGenerationContext<T>) {
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gen.visitLoadAlgebra()
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gen.visitStringConstant(name)
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if (!hasSpecific(context, name, 1))
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gen.visitStringConstant(name)
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first.invoke(gen)
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second.invoke(gen)
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if (gen.tryInvokeSpecific(context, name, 1))
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return
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gen.visitAlgebraOperation(
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owner = AsmGenerationContext.ALGEBRA_CLASS,
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method = "binaryOperation",
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@ -79,7 +112,11 @@ internal class AsmConstantExpression<T>(private val value: T) : AsmExpression<T>
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override fun invoke(gen: AsmGenerationContext<T>): Unit = gen.visitLoadFromConstants(value)
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}
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internal class AsmConstProductExpression<T>(private val context: Space<T>, expr: AsmExpression<T>, private val const: Number) :
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internal class AsmConstProductExpression<T>(
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private val context: Space<T>,
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expr: AsmExpression<T>,
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private val const: Number
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) :
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AsmExpression<T> {
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private val expr: AsmExpression<T> = expr.optimize()
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@ -100,7 +137,7 @@ internal class AsmConstProductExpression<T>(private val context: Space<T>, expr:
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internal abstract class FunctionalCompiledExpression<T> internal constructor(
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@JvmField protected val algebra: Algebra<T>,
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@JvmField protected val constants: MutableList<out Any>
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@JvmField protected val constants: Array<Any>
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) : Expression<T> {
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abstract override fun invoke(arguments: Map<String, T>): T
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}
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@ -46,7 +46,7 @@ class AsmGenerationContext<T>(
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)
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asmCompiledClassWriter.run {
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visitMethod(Opcodes.ACC_PUBLIC, "<init>", "(L$ALGEBRA_CLASS;L$LIST_CLASS;)V", null, null).run {
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visitMethod(Opcodes.ACC_PUBLIC, "<init>", "(L$ALGEBRA_CLASS;[L$OBJECT_CLASS;)V", null, null).run {
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val thisVar = 0
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val algebraVar = 1
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val constantsVar = 2
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@ -60,7 +60,7 @@ class AsmGenerationContext<T>(
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Opcodes.INVOKESPECIAL,
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FUNCTIONAL_COMPILED_EXPRESSION_CLASS,
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"<init>",
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"(L$ALGEBRA_CLASS;L$LIST_CLASS;)V",
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"(L$ALGEBRA_CLASS;[L$OBJECT_CLASS;)V",
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false
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)
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@ -80,7 +80,7 @@ class AsmGenerationContext<T>(
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algebraVar
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)
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visitLocalVariable("constants", "L$LIST_CLASS;", "L$LIST_CLASS<L$T_CLASS;>;", l0, l2, constantsVar)
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visitLocalVariable("constants", "[L$OBJECT_CLASS;", null, l0, l2, constantsVar)
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visitMaxs(3, 3)
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visitEnd()
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}
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@ -170,7 +170,7 @@ class AsmGenerationContext<T>(
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.defineClass(className, asmCompiledClassWriter.toByteArray())
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.constructors
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.first()
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.newInstance(algebra, constants) as FunctionalCompiledExpression<T>
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.newInstance(algebra, constants.toTypedArray()) as FunctionalCompiledExpression<T>
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generatedInstance = new
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return new
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@ -184,9 +184,9 @@ class AsmGenerationContext<T>(
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invokeMethodVisitor.run {
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visitLoadThis()
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visitFieldInsn(Opcodes.GETFIELD, slashesClassName, "constants", "L$LIST_CLASS;")
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visitFieldInsn(Opcodes.GETFIELD, slashesClassName, "constants", "[L$OBJECT_CLASS;")
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visitLdcOrIConstInsn(idx)
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visitMethodInsn(Opcodes.INVOKEINTERFACE, LIST_CLASS, "get", "(I)L$OBJECT_CLASS;", true)
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visitInsn(Opcodes.AALOAD)
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invokeMethodVisitor.visitTypeInsn(Opcodes.CHECKCAST, type)
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}
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}
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@ -273,8 +273,9 @@ class AsmGenerationContext<T>(
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java.lang.Double::class.java to "D"
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)
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internal const val FUNCTIONAL_COMPILED_EXPRESSION_CLASS = "scientifik/kmath/expressions/asm/FunctionalCompiledExpression"
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internal const val LIST_CLASS = "java/util/List"
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internal const val FUNCTIONAL_COMPILED_EXPRESSION_CLASS =
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"scientifik/kmath/expressions/asm/FunctionalCompiledExpression"
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internal const val MAP_CLASS = "java/util/Map"
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internal const val OBJECT_CLASS = "java/lang/Object"
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internal const val ALGEBRA_CLASS = "scientifik/kmath/operations/Algebra"
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@ -1,10 +1,8 @@
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package scientifik.kmath.expressions.asm
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import scientifik.kmath.expressions.Expression
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import scientifik.kmath.operations.Algebra
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import scientifik.kmath.operations.Field
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import scientifik.kmath.operations.Ring
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import scientifik.kmath.operations.Space
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import scientifik.kmath.expressions.ExpressionContext
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import scientifik.kmath.operations.*
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@PublishedApi
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internal fun buildName(expression: AsmExpression<*>, collision: Int = 0): String {
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@ -20,7 +18,11 @@ internal fun buildName(expression: AsmExpression<*>, collision: Int = 0): String
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}
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inline fun <reified T, I> asm(i: I, algebra: Algebra<T>, block: I.() -> AsmExpression<T>): Expression<T> {
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inline fun <reified T, E : ExpressionContext<T, AsmExpression<T>>> asm(
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i: E,
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algebra: Algebra<T>,
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block: E.() -> AsmExpression<T>
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): Expression<T> {
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val expression = i.block().optimize()
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val ctx = AsmGenerationContext(T::class.java, algebra, buildName(expression))
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expression.invoke(ctx)
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@ -1,9 +1,7 @@
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package scientifik.kmath.expressions.asm
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import scientifik.kmath.expressions.asm.AsmConstantExpression
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import scientifik.kmath.expressions.asm.AsmExpression
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fun <T> AsmExpression<T>.optimize(): AsmExpression<T> {
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@PublishedApi
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internal fun <T> AsmExpression<T>.optimize(): AsmExpression<T> {
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val a = tryEvaluate()
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return if (a == null) this else AsmConstantExpression(a)
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}
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@ -26,11 +26,9 @@ interface ExpressionContext<T, E> : Algebra<E> {
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fun const(value: T): E
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}
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fun <T, E> ExpressionContext<T, E>.produce(node: SyntaxTreeNode): E {
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return when (node) {
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is NumberNode -> error("Single number nodes are not supported")
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is SingularNode -> variable(node.value)
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is UnaryNode -> unaryOperation(node.operation, produce(node.value))
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is BinaryNode -> binaryOperation(node.operation, produce(node.left), produce(node.right))
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}
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}
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fun <T, E> ExpressionContext<T, E>.produce(node: SyntaxTreeNode): E = when (node) {
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is NumberNode -> error("Single number nodes are not supported")
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is SingularNode -> variable(node.value)
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is UnaryNode -> unaryOperation(node.operation, produce(node.value))
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is BinaryNode -> binaryOperation(node.operation, produce(node.left), produce(node.right))
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}
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@ -59,10 +59,10 @@ open class FunctionalExpressionSpace<T>(val space: Space<T>) :
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FunctionalBinaryOperation(space, SpaceOperations.PLUS_OPERATION, a, b)
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override fun multiply(a: Expression<T>, k: Number): Expression<T> = FunctionalConstProductExpression(space, a, k)
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operator fun Expression<T>.plus(arg: T) = this + const(arg)
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operator fun Expression<T>.minus(arg: T) = this - const(arg)
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operator fun T.plus(arg: Expression<T>) = arg + this
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operator fun T.minus(arg: Expression<T>) = arg - this
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operator fun Expression<T>.plus(arg: T): Expression<T> = this + const(arg)
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operator fun Expression<T>.minus(arg: T): Expression<T> = this - const(arg)
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operator fun T.plus(arg: Expression<T>): Expression<T> = arg + this
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operator fun T.minus(arg: Expression<T>): Expression<T> = arg - this
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}
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open class FunctionalExpressionRing<T>(val ring: Ring<T>) : FunctionalExpressionSpace<T>(ring), Ring<Expression<T>> {
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@ -80,8 +80,8 @@ open class FunctionalExpressionRing<T>(val ring: Ring<T>) : FunctionalExpression
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override fun multiply(a: Expression<T>, b: Expression<T>): Expression<T> =
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FunctionalBinaryOperation(space, RingOperations.TIMES_OPERATION, a, b)
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operator fun Expression<T>.times(arg: T) = this * const(arg)
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operator fun T.times(arg: Expression<T>) = arg * this
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operator fun Expression<T>.times(arg: T): Expression<T> = this * const(arg)
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operator fun T.times(arg: Expression<T>): Expression<T> = arg * this
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}
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open class FunctionalExpressionField<T>(val field: Field<T>) :
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@ -97,6 +97,6 @@ open class FunctionalExpressionField<T>(val field: Field<T>) :
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override fun divide(a: Expression<T>, b: Expression<T>): Expression<T> =
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FunctionalBinaryOperation(space, FieldOperations.DIV_OPERATION, a, b)
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operator fun Expression<T>.div(arg: T) = this / const(arg)
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operator fun T.div(arg: Expression<T>) = arg / this
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operator fun Expression<T>.div(arg: T): Expression<T> = this / const(arg)
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operator fun T.div(arg: Expression<T>): Expression<T> = arg / this
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}
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