I'm new to kotlin and I'm working on operators overloading for a custom class I defined. The class is called "Rational" and represents a rational number, like for example 117/1098. Class is defined as below and I have overloaded a bunch of operators, like plus, minus, times and so on. However I'm uncertain about what I have to do to overload "in" operator.
Here is my class:
data class Rational(val rational: String) {
private val numerator: BigInteger
private val denominator: BigInteger
init {
val splitted = rational.split("/")
numerator = splitted[0].toBigInteger()
denominator = when (splitted[1]) {
"0" -> throw Exception("not allowed")
else -> splitted[1].toBigInteger()
}
}
operator fun plus(number: Rational): Rational {
val gcm = denominator * number.denominator
val numerator = (gcm / denominator) * numerator + (gcm / number.denominator) * number.numerator
return Rational("$numerator/$gcm")
}
operator fun minus(number: Rational): Rational {
val gcm = denominator * number.denominator
val numerator = (gcm / denominator) * numerator - (gcm / number.denominator) * number.numerator
return Rational("$numerator/$gcm")
}
operator fun times(number: Rational): Rational {
val numerator = numerator * number.numerator
val denominator = denominator * number.denominator
return Rational("$numerator/$denominator")
}
operator fun div(number: Rational): Rational {
val numerator = numerator * number.denominator
val denominator = denominator * number.numerator
return Rational("$numerator/$denominator")
}
operator fun compareTo(number: Rational): Int {
val ratio = this.numerator.toFloat() / this.denominator.toFloat()
val numberRatio = number.numerator.toFloat() / number.denominator.toFloat()
if (ratio > numberRatio) {
return 1
} else if (ratio == numberRatio) {
return 0
}
return -1
}
operator fun unaryMinus(): Rational {
val inverseNumerator = -numerator
return Rational("$inverseNumerator/$denominator")
}
operator fun unaryPlus(): Rational {
return Rational("$numerator/$denominator")
}
operator fun rangeTo(end: Rational): Any {
var range: MutableList<Rational> = arrayListOf()
val startNumerator = this.numerator.toInt()
val endNumerator = end.numerator.toInt()
var index = 0
if (this.denominator == end.denominator) {
for (i in startNumerator..endNumerator) {
range.add(index, Rational("$i/$denominator"))
}
}
return range
}
operator fun contains(number: Rational): Boolean {
if (this.denominator % number.denominator == 0.toBigInteger()
&& this.numerator <= number.numerator) {
return true
}
return false
}
override fun toString(): String {
val gcd = numerator.gcd(denominator)
return if (gcd != null) {
val newNumerator = numerator / gcd
val newDenominator = denominator / gcd
"$newNumerator/$newDenominator"
} else {
"$numerator/$denominator"
}
}
}
infix fun Int.divBy(denominator: Int): Rational {
if (denominator == 0) {
throw Exception("denominator 0 not allowed")
}
return Rational("$this/$denominator")
}
infix fun Long.divBy(denominator: Long): Rational {
if (denominator == 0L) {
throw Exception("denominator 0 not allowed")
}
return Rational("$this/$denominator")
}
infix fun BigInteger.divBy(denominator: BigInteger): Rational {
if (denominator == 0.toBigInteger()) {
throw Exception("denominator 0 not allowed")
}
return Rational("$this/$denominator")
}
fun String.toRational(): Rational {
return Rational(this)
}
And here is my main body that obviously still doesn't compile:
fun main() {
val half = 1 divBy 2
val third = 1 divBy 3
val twoThirds = 2 divBy 3
println(half in third..twoThirds) // this line does not compile beacause in operator is not defined for the class
}
I guess I have to override "rangeTo" operator but I'm uncertain about the operator prototype. I there somebody that can please help me to get to the right track?
BigIntegers. You can then do the GCD calculation there, instead of intoString(). Avoiding all the conversion ofBigIntegers toStringss and back again should save memory and time, as well as simplifying the code a bit. You'll probably also want to overrideequals()andhashCode(), along with operatorsinc(), anddec(). If you overridetoByte()&c, you can implementNumbertoo. And why definecompareTo()without implementingComparable? — Yes, I've implemented aRationalclass too :-)