feat: And integration function to Danger namespace
Note that I haven't tested this yet.
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@ -74,13 +74,51 @@ module Internals = {
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let internalZero = ReducerInterface_InternalExpressionValue.IEvNumber(0.0)
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let internalZero = ReducerInterface_InternalExpressionValue.IEvNumber(0.0)
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let applyFunctionAtZero = (aLambda, environment, reducer) =>
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let applyFunctionAtZero = (aLambda, environment, reducer) =>
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applyFunctionAtPoint(aLambda, internalZero, environment, reducer)
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applyFunctionAtPoint(aLambda, internalZero, environment, reducer)
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@dead
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let applyFunctionAtFloat = (aLambda, point, environment, reducer) =>
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let applyFunctionAtFloat = (aLambda, point, environment, reducer) =>
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applyFunctionAtPoint(aLambda, ReducerInterface_InternalExpressionValue.IEvNumber(point))
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applyFunctionAtPoint(aLambda, ReducerInterface_InternalExpressionValue.IEvNumber(point))
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let integrateFunction = (aLambda, min: float, max: float, increment, environment, reducer) => {
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let integrateFunctionBetweenWithIncrement = (
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aLambda,
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min: float,
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max: float,
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increment: float,
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environment,
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reducer,
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) => {
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// Should be easy, but tired today.
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// Should be easy, but tired today.
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0.0
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let applyFunctionAtFloatToFloatOption = (point: float) => {
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let pointAsInternalExpression = ReducerInterface_InternalExpressionValue.IEvNumber(point)
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let resultAsInternalExpression = Reducer_Expression_Lambda.doLambdaCall(
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aLambda,
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list{pointAsInternalExpression},
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environment,
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reducer,
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)
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let result = switch resultAsInternalExpression {
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| Ok(IEvNumber(x)) => Ok(x)
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| Error(_) => Error("Integration error in Danger.integrate")
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| _ => Error("Integration error in Danger.integrate")
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}
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}
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let getDiminishingMarginalReturnsEquilibrium = "To do"
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result
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}
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let xsLength = Js.Math.ceil((max -. min) /. increment)
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let xs = Belt.Array.makeBy(xsLength, i => min +. Belt_Float.fromInt(i) *. increment)
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let ysOptions = Belt.Array.map(xs, x => applyFunctionAtFloatToFloatOption(x))
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let okYs = E.A.R.filterOk(ysOptions)
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let result = switch E.A.length(ysOptions) == E.A.length(okYs) {
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| true => {
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let numericIntermediate = okYs->E.A.reduce(0.0, (a, b) => a +. b)
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let numericIntermediate2 = numericIntermediate *. increment
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let resultWrapped =
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numericIntermediate2->ReducerInterface_InternalExpressionValue.IEvNumber->Ok
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resultWrapped
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}
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| false => Error("Integration error in Danger.integrate")
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}
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result
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}
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@dead let getDiminishingMarginalReturnsEquilibrium = "To do"
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}
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}
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let library = [
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let library = [
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@ -143,11 +181,13 @@ let library = [
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FnDefinition.make(
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FnDefinition.make(
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~name="applyFunctionAtZero",
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~name="applyFunctionAtZero",
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~inputs=[FRTypeLambda],
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~inputs=[FRTypeLambda],
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~run=(inputs, _, env, reducer) =>
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~run=(inputs, _, env, reducer) => {
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switch inputs {
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let result = switch inputs {
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| [IEvLambda(aLambda)] =>
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| [IEvLambda(aLambda)] =>
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Internals.applyFunctionAtZero(aLambda, env, reducer)->E.R2.errMap(_ => "Error!")
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Internals.applyFunctionAtZero(aLambda, env, reducer)->E.R2.errMap(_ => "Error!")
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| _ => Error(impossibleError)
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| _ => Error(impossibleError)
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}
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result
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},
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},
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(),
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(),
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),
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),
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@ -175,4 +215,41 @@ let library = [
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],
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],
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(),
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(),
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),
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),
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Function.make(
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~name="integrateFunctionBetweenWithIncrement",
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~nameSpace,
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~output=EvtArray,
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~requiresNamespace=false,
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~examples=[`Danger.integrateFunctionBetweenWithIncrement({|x| x+1}, 1, 10, 1)`], // should be [x^2 + x]1_10 = (10^2 + 10) - (1 + 1) = 110 - 2 = 118
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~definitions=[
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FnDefinition.make(
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~name="integrateFunctionBetweenWithIncrement",
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~inputs=[FRTypeLambda, FRTypeNumber, FRTypeNumber, FRTypeNumber],
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~run=(inputs, _, env, reducer) => {
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let result = switch inputs {
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| [_, _, _, IEvNumber(0.0)] =>
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Error("Integration error in Danger.integrate: Increment can't be 0.")
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| [IEvLambda(aLambda), IEvNumber(min), IEvNumber(max), IEvNumber(increment)] =>
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Internals.integrateFunctionBetweenWithIncrement(
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aLambda,
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min,
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max,
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increment,
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env,
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reducer,
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)->E.R2.errMap(_ =>
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"Integration error in Danger.integrate. Something went wrong along the way"
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)
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| _ =>
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Error(
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"Integration error in Danger.integrate. Remember that inputs are (function, number (min), number (max), number(increment))",
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)
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}
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result
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},
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(),
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),
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],
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(),
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),
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]
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]
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