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// In scala a def (called a "method") is defined as follows: | |
def foo(arg: String): Int = expr | |
// ^ ^ ^^ ^ ^ ^ | |
// ^ ^ ^^ ^ ^ an expression, whose type must match the declared return type, if specified | |
// ^ ^ ^^ ^ ^ | |
// ^ ^ ^^ ^ the declared return type (optional). | |
// ^ ^ ^^ ^ | |
// ^ ^ ^^ the type of each argument must be declared | |
// ^ ^ ^^ |
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// The declaration of a value in scala looks like this: | |
val x = 1 | |
// ^ ^ ^ | |
// ^ ^ the value we wish to assign our new value to | |
// ^ identifier (ie name of value) | |
// type of value (val or var) | |
// Each identifier in scala has an associated type (or, more accurately, it has many types ranging from the least to the most specific) |
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This is how we create an inclusive/exclusive range of Ints: | |
val ie = 0 until 500 | |
//1. Fill in the missing item to create a range of Ints from 1 to 100 inclusive | |
val ints = 1 ??? 100 | |
//2. Find the sum of the integers in this range |
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object TradingDays extends App { | |
import scalaz._ | |
import Scalaz._ | |
case class Trade(sym: String, trader: String, qty: Int) | |
case class TradingDay(symbols: Map[String, SymDay] = Map.empty) | |
object TradingDay { |
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object Positions { | |
trait Investment | |
trait Position { | |
def investment: Investment | |
def tradingPnL: Option[Double] | |
def inventoryPnL: Option[Double] | |
final def totalPnL = inventoryPnL → tradingPnL | |
} | |
import Monoid._ |
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trait Monoid[A] { | |
def identity: A | |
def mplus(a1: A, a2: A): A | |
} | |
object Monoid { | |
implicit val IntMonoid = new Monoid[Int] { | |
def identity = 0 | |
def mplus(a1: Int, a2: Int) = a1 + a2 | |
} |
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import java.util.Currency | |
object Fx { | |
type CcyPair = (Currency, Currency) | |
case class FxRate(from: Currency, to: Currency, rate: BigDecimal) { | |
def pair: CcyPair = from → to | |
def unary_~ = FxRate(to, from, 1 / rate) | |
def *(that: FxRate): FxRate = { | |
require(this.to == that.from) | |
FxRate(this.from, that.to, this.rate * that.rate) |
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trait MyList[+A] { | |
def fold[B](k: Option[(A, B)] => B): B | |
def map[B](f: A => B): MyList[B] = sys.error("Implement me in terms of fold") | |
def flatMap[B](f: A => MyList[B]): MyList[B] = sys.error("Implement me in terms of fold") | |
def headOption: Option[B] = sys.error("Implement me in terms of fold") | |
def tailOption: Option[MyList[B]] = sys.error("Implement me in terms of fold") | |
def isEmpty = sys.error("Implement me in terms of fold") | |
def length = sys.error("Implement me in terms of fold") | |
} |
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object GOption { | |
def some[A](a: A): GOption[A] = new GOption[A] { | |
def cata[B](n: => B, s: A => B): B = sys.error("Implement me") | |
} | |
def none[A]: GOption[A] = new GOption[A] { | |
def cata[B](n: => B, s: A => B): B = sys.error("Implement me") | |
} | |
} | |
trait GOption[+A] { |
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scala> (1 to 20).toList | |
res1: List[Int] = List(1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20) | |
//Simple side effects | |
scala> res1 take 3 foreach (i => println(i)) | |
1 | |
2 | |
3 | |
scala> res1 take 3 foreach println |