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synced 2025-02-16 07:31:48 +00:00
const optimizer now knows about a bunch of library functions, such as math.*
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@ -27,6 +27,7 @@ dependencies {
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implementation project(':codeCore')
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implementation project(':compilerAst')
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implementation "org.jetbrains.kotlin:kotlin-stdlib-jdk8"
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implementation "com.michael-bull.kotlin-result:kotlin-result-jvm:1.1.18"
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// implementation "org.jetbrains.kotlin:kotlin-reflect"
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}
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@ -11,5 +11,6 @@
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<orderEntry type="library" name="KotlinJavaRuntime" level="project" />
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<orderEntry type="module" module-name="codeCore" />
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<orderEntry type="module" module-name="compilerAst" />
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<orderEntry type="library" name="michael.bull.kotlin.result.jvm" level="project" />
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</component>
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</module>
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@ -1,17 +1,19 @@
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package prog8.optimizer
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import prog8.ast.Program
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import prog8.ast.base.ExpressionError
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import prog8.ast.base.FatalAstException
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import prog8.ast.expressions.Expression
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import prog8.ast.expressions.FunctionCallExpression
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import prog8.ast.expressions.NumericLiteral
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import prog8.code.core.DataType
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import prog8.code.core.IntegerDatatypes
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import prog8.code.core.Position
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import kotlin.math.*
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class ConstExprEvaluator {
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fun evaluate(left: NumericLiteral, operator: String, right: NumericLiteral): Expression {
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fun evaluate(left: NumericLiteral, operator: String, right: NumericLiteral): NumericLiteral {
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try {
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return when(operator) {
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"+" -> plus(left, right)
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@ -40,7 +42,7 @@ class ConstExprEvaluator {
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}
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}
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private fun shiftedright(left: NumericLiteral, amount: NumericLiteral): Expression {
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private fun shiftedright(left: NumericLiteral, amount: NumericLiteral): NumericLiteral {
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if(left.type !in IntegerDatatypes || amount.type !in IntegerDatatypes)
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throw ExpressionError("cannot compute $left >> $amount", left.position)
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val result =
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@ -51,7 +53,7 @@ class ConstExprEvaluator {
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return NumericLiteral(left.type, result.toDouble(), left.position)
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}
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private fun shiftedleft(left: NumericLiteral, amount: NumericLiteral): Expression {
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private fun shiftedleft(left: NumericLiteral, amount: NumericLiteral): NumericLiteral {
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if(left.type !in IntegerDatatypes || amount.type !in IntegerDatatypes)
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throw ExpressionError("cannot compute $left << $amount", left.position)
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val result = left.number.toInt().shl(amount.number.toInt())
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@ -218,4 +220,154 @@ class ConstExprEvaluator {
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else -> throw ExpressionError(error, left.position)
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}
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}
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fun evaluate(call: FunctionCallExpression, program: Program): NumericLiteral? {
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if(call.target.nameInSource.size!=2)
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return null // likely a builtin function, or user function, these get evaluated elsewhere
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val constArgs = call.args.mapNotNull { it.constValue(program) }
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if(constArgs.size!=call.args.size)
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return null
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return when(call.target.nameInSource[0]) {
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"math" -> evalMath(call, constArgs)
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"floats" -> evalFloats(call, constArgs)
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"string" -> evalString(call, constArgs)
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else -> null
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}
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}
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private fun evalFloats(func: FunctionCallExpression, args: List<NumericLiteral>): NumericLiteral? {
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val result= when(func.target.nameInSource[1]) {
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"pow" -> args[0].number.pow(args[1].number)
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"sin" -> sin(args[0].number)
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"cos" -> cos(args[0].number)
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"tan" -> tan(args[0].number)
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"atan" -> atan(args[0].number)
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"ln" -> ln(args[0].number)
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"log2" -> log2(args[0].number)
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"rad" -> args[0].number/360.0 * 2 * PI
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"deg" -> args[0].number/ 2 / PI * 360.0
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"round" -> round(args[0].number)
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"floor" -> floor(args[0].number)
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"ceil" -> ceil(args[0].number)
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"minf", "min" -> min(args[0].number, args[1].number)
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"maxf", "max" -> max(args[0].number, args[1].number)
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"clampf", "clamp" -> {
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var value = args[0].number
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val minimum = args[1].number
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val maximum = args[2].number
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if(value<minimum)
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value=minimum
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if(value<maximum)
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value
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else
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maximum
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}
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else -> null
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}
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return if(result==null)
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null
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else
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NumericLiteral(DataType.FLOAT, result, func.position)
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}
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private fun evalMath(func: FunctionCallExpression, args: List<NumericLiteral>): NumericLiteral? {
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return when(func.target.nameInSource[1]) {
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"sin8u" -> {
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val value = truncate(128.0 + 127.5 * sin(args.single().number / 256.0 * 2 * PI))
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NumericLiteral(DataType.UBYTE, value, func.position)
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}
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"cos8u" -> {
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val value = truncate(128.0 + 127.5 * cos(args.single().number / 256.0 * 2 * PI))
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NumericLiteral(DataType.UBYTE, value, func.position)
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}
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"sin8" -> {
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val value = truncate(127.0 * sin(args.single().number / 256.0 * 2 * PI))
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NumericLiteral(DataType.BYTE, value, func.position)
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}
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"cos8" -> {
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val value = truncate(127.0 * cos(args.single().number / 256.0 * 2 * PI))
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NumericLiteral(DataType.BYTE, value, func.position)
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}
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"sinr8u" -> {
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val value = truncate(128.0 + 127.5 * sin(args.single().number / 180.0 * 2 * PI))
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NumericLiteral(DataType.UBYTE, value, func.position)
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}
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"cosr8u" -> {
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val value = truncate(128.0 + 127.5 * cos(args.single().number / 180.0 * 2 * PI))
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NumericLiteral(DataType.UBYTE, value, func.position)
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}
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"sinr8" -> {
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val value = truncate(127.0 * sin(args.single().number / 180.0 * 2 * PI))
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NumericLiteral(DataType.BYTE, value, func.position)
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}
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"cosr8" -> {
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val value = truncate(127.0 * cos(args.single().number / 180.0 * 2 * PI))
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NumericLiteral(DataType.BYTE, value, func.position)
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}
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"log2" -> {
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val value = truncate(log2(args.single().number))
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NumericLiteral(DataType.UBYTE, value, func.position)
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}
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"log2w" -> {
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val value = truncate(log2(args.single().number))
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NumericLiteral(DataType.UWORD, value, func.position)
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}
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"atan2" -> {
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val x1f = args[0].number
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val y1f = args[1].number
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val x2f = args[2].number
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val y2f = args[3].number
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var radians = atan2(y2f-y1f, x2f-x1f)
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if(radians<0)
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radians+=2*PI
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NumericLiteral(DataType.UWORD, floor(radians/2.0/PI*256.0), func.position)
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}
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"diff" -> {
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val n1 = args[0].number
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val n2 = args[1].number
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val value = if(n1>n2) n1-n2 else n2-n1
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NumericLiteral(DataType.UBYTE, value, func.position)
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}
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"diffw" -> {
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val n1 = args[0].number
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val n2 = args[1].number
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val value = if(n1>n2) n1-n2 else n2-n1
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NumericLiteral(DataType.UWORD, value, func.position)
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}
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else -> null
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}
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}
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private fun evalString(func: FunctionCallExpression, args: List<NumericLiteral>): NumericLiteral? {
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return when(func.target.nameInSource[1]) {
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"isdigit" -> {
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val char = args[0].number.toInt()
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NumericLiteral.fromBoolean(char in 48..57, func.position)
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}
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"isupper" -> {
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// shifted petscii has 2 ranges that contain the upper case letters... 97-122 and 193-218
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val char = args[0].number.toInt()
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NumericLiteral.fromBoolean(char in 97..122 || char in 193..218, func.position)
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}
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"islower" -> {
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val char = args[0].number.toInt()
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NumericLiteral.fromBoolean(char in 65..90, func.position)
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}
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"isletter" -> {
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val char = args[0].number.toInt()
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NumericLiteral.fromBoolean(char in 65..90 || char in 97..122 || char in 193..218, func.position)
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}
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"isspace" -> {
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val char = args[0].number.toInt()
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NumericLiteral.fromBoolean(char in arrayOf(32, 13, 9, 10, 141, 160), func.position)
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}
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"isprint" -> {
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val char = args[0].number.toInt()
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NumericLiteral.fromBoolean(char in 32..127 || char>=160, func.position)
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}
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else -> null
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}
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}
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}
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@ -319,8 +319,13 @@ class ConstantFoldingOptimizer(private val program: Program, private val errors:
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val constvalue = functionCallExpr.constValue(program)
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return if(constvalue!=null)
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listOf(IAstModification.ReplaceNode(functionCallExpr, constvalue, parent))
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else
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noModifications
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else {
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val const2 = evaluator.evaluate(functionCallExpr, program)
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return if(const2!=null)
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listOf(IAstModification.ReplaceNode(functionCallExpr, const2, parent))
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else
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noModifications
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}
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}
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override fun after(bfc: BuiltinFunctionCall, parent: Node): Iterable<IAstModification> {
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@ -399,7 +399,7 @@ fail clc ; yes, no match found, return with c=0
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}
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asmsub isupper(ubyte petsciichar @A) -> bool @Pc {
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; shifted petscii has 2 ranges that contain the upper case letters...
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; shifted petscii has 2 ranges that contain the upper case letters... 97-122 and 193-218
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%asm {{
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cmp #97
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bcs +
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@ -899,4 +899,27 @@ main {
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(expr.left as? IdentifierReference)?.nameInSource shouldBe listOf("yy")
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(expr.right as? NumericLiteral)?.number shouldBe 10.0
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}
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test("advanced const folding of known library functions") {
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val src="""
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%import floats
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%import math
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%import string
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main {
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sub start() {
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float fl = 1.2 ; no other assignments
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cx16.r0L = string.isdigit(math.diff(119, floats.floor(floats.deg(fl)) as ubyte))
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cx16.r1L = string.isletter(math.diff(119, floats.floor(floats.deg(1.2)) as ubyte))
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}
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}"""
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val result = compileText(Cx16Target(), true, src, writeAssembly = false)!!
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val st = result.compilerAst.entrypoint.statements
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st.size shouldBe 3
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(st[0] as VarDecl).type shouldBe VarDeclType.CONST
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val assignv1 = (st[1] as Assignment).value
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val assignv2 = (st[2] as Assignment).value
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(assignv1 as NumericLiteral).number shouldBe 1.0
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(assignv2 as NumericLiteral).number shouldBe 0.0
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}
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})
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@ -72,7 +72,7 @@ Language features
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- Floating point math is supported on select compiler targets.
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- Strings can contain escaped characters but also many symbols directly if they have a PETSCII equivalent, such as "♠♥♣♦π▚●○╳". Characters like ^, _, \\, {, } and | are also accepted and converted to the closest PETSCII equivalents.
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- Identifiers can contain Unicode Letters, so ``knäckebröd``, ``приблизительно``, ``見せしめ`` and ``π`` are all valid identifiers.
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- High-level code optimizations, such as const-folding (zero-allocation constants that are optimized away in expressions), expression and statement simplifications/rewriting.
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- Advanced code optimizations, such as const-folding (zero-allocation constants that are optimized away in expressions), expression and statement simplifications/rewriting.
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- Programs can be run multiple times without reloading because of automatic variable (re)initializations.
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- Supports the sixteen 'virtual' 16-bit registers R0 .. R15 as defined on the Commander X16, also on the other machines.
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- Support for low level system features such as Vera Fx hardware word multiplication on the Commander X16
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@ -441,7 +441,11 @@ Special types: const and memory-mapped
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When using ``const``, the value of the 'variable' cannot be changed; it has become a compile-time constant value instead.
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You'll have to specify the initial value expression. This value is then used
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by the compiler everywhere you refer to the constant (and no memory is allocated
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for the constant itself). This is only valid for the simple numeric types (byte, word, float).
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for the constant itself). Onlythe simple numeric types (byte, word, float) can be defined as a constant.
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If something is defined as a constant, very efficient code can usually be generated from it.
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Variables on the other hand can't be optimized as much, need memory, and more code to manipulate them.
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Note that a subset of the library routines in the ``math``, ``string`` and ``floats`` modules are recognised in
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compile time expressions. For example, the compiler knows what ``math.sin8u(12)`` is and replaces it with the computed result.
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When using ``&`` (the address-of operator but now applied to a datatype), the variable will point to specific location in memory,
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rather than being newly allocated. The initial value (mandatory) must be a valid
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@ -467,7 +467,8 @@ Constants
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All variables can be assigned new values unless you use the ``const`` keyword.
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The initial value must be known at compile time (it must be a compile time constant expression).
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This is only valid for the simple numeric types (byte, word, float)::
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Only the simple numeric types (byte, word, float) can be defined as a constant::
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const byte max_age = 99
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@ -2,7 +2,6 @@
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TODO
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====
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- add functions to const eval that we know how to evaluate (math.*, etc)
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- [on branch: shortcircuit] investigate McCarthy evaluation again? this may also reduce code size perhaps for things like if a>4 or a<2 ....
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...
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@ -49,6 +48,7 @@ Compiler:
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Libraries:
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- get rid of the "f" suffix of several funtions in floats_functions (breaking change)
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- once a VAL_1 implementation is merged into the X16 kernal properly, remove all the workarounds in cx16 floats.parse_f() . Prototype parse routine in examples/cx16/floatparse.p8
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- fix the problems in atari target, and flesh out its libraries.
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- c128 target: make syslib more complete (missing kernal routines)?
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@ -1,19 +1,12 @@
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%import textio
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%import floats
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%import math
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%import string
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%zeropage basicsafe
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main {
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sub start() {
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ubyte x = 10
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ubyte y = 2
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txt.print_ub(5<x and x<=20)
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txt.nl()
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txt.print_ub(5<x and x<=9)
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txt.nl()
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txt.print_ub(5<x<=9)
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txt.nl()
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txt.print_ub(5<(x-y)<=9<y)
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txt.nl()
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txt.print_ub(5<(x-y)<=9<(y+40))
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txt.nl()
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float fl = 1.2 ; no other assignments
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cx16.r0L = string.isdigit(math.diff(119, floats.floor(floats.deg(fl)) as ubyte))
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cx16.r1L = string.isletter(math.diff(119, floats.floor(floats.deg(1.2)) as ubyte))
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}
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}
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