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@abeln
Created April 25, 2019 22:35
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Explicit Nulls

This proposal describes a modification to the Scala type system that makes reference types (anything that extends AnyRef) non-nullable.

This means the following code will no longer typecheck:

val x: String = null // error: found `Null`,  but required `String`

Instead, to mark a type as nullable we use a type union

val x: String|Null = null // ok

Explicit nulls are enabled via a -Yexplicit-nulls flag, so they're an opt-in feature.

Read on for details.

New Type Hierarchy

When explicit nulls are enabled, the type hierarchy changes so that Null is subtype only of Any, as opposed to every reference type.

This is the new type hierarchy:

After erasure, Null remains a subtype of all reference types (as forced by the JVM).

Unsoundness

The new type system is unsound with respect to null. This means there are still instances where an expressions has a non-nullable type like String, but its value is null.

The unsoundness happens because uninitialized fields in a class start out as null:

class C {
  val f: String = foo(f)
  def foo(f2: String): String = if (f2 == null) "field is null" else f2 
}
val c = new C()
// c.f == "field is null"

Enforcing sound initialization is a non-goal of this proposal. However, once we have a type system where nullability is explicit, we can use a sound initialization scheme like the one proposed by @liufengyun and @biboudis in scala/scala3#4543 to eliminate this particular source of unsoundness.

Equality

Because of the unsoundness, we need to allow comparisons of the form x == null or x != null even when x has a non-nullable reference type (but not a value type). This is so we have an "escape hatch" for when we know x is nullable even when the type says it shouldn't be.

val x: String|Null = null
x == null       // ok: x is a nullable string
"hello" == null // ok: String is a reference type
1 == null       // error: Int is a value type

Reference Equality

Recall that Null is now a direct subtype of Any, as opposed to AnyRef. However, we also need to allow reference equality comparisons:

val x: String = null
x eq null // ok: could return `true` because of unsoundness

We implement this by moving the eq and ne methods out of AnyRef and into a new trait RefEq that is extended by both AnyRef and Null:

trait RefEq {
  def eq(that: RefEq): Boolean
  def ne(that: RefEq): Boolean
}

class AnyRef extends Any with RefEq
class Null extends Any with RefEq

Working with Null

To make working with nullable values easier, we propose adding a few utilities to the standard library. So far, we have found the following useful:

  • An extension method .nn to "cast away" nullability
    implicit class NonNull[T](x: T|Null) extends AnyVal {
      def nn: T = if (x == null) {
        throw new NullPointerException("tried to cast away nullability, but value is null")
      } else {
        x.asInstanceOf[T]
      }
    }
    This means that given x: String|Null, x.nn has type String, so we can call all the usual methods on it. Of course, x.nn will throw a NPE if x is null.

Java Interop

The compiler can load Java classes in two ways: from source or from bytecode. In either case, when a Java class is loaded, we "patch" the type of its members to reflect that Java types remain implicitly nullable.

Specifically, we patch

  • the type of fields
  • the argument type and return type of methods

Nullification Function

We do the patching with a "nullification" function nf on types:

1. nf(R)      = R|JavaNull          if R is a reference type (a subtype of AnyRef)
2. nf(R)      = R                   if R is a value type (a subtype of AnyVal)
3. nf(T)      = T|JavaNull          if T is a type parameter
4. nf(C[R])   = C[R]|JavaNull       if C is Java-defined
5. nf(C[R])   = C[nf(R)]|JavaNull   if C isn't Java-defined
6. nf(A => B) = nf(A) => nf(B)    
7. nf(A & B)  = nf(A) & nf(B) 
8. nf(T)      = T                   otherwise (T is any other type)

JavaNull is an alias for Null with magic properties (see below). We illustrate the rules for nf below with examples.

  • The first two rules are easy: we nullify reference types but not value types.

    class C {
      String s;
      int x;
    }
    ==>
    class C {
      val s: String|Null
      val x: Int
    }
  • In rule 3 we nullify type parameters because in Java a type parameter is always nullable, so the following code compiles.

    class C<T> { T foo() { return null; } }
    ==>
    class C[T] { def foo(): T|Null } 

    Notice this is rule is sometimes too conservative, as witnessed by

    class InScala {
      val c: C[Bool] = ???  // C as above
      val b: Bool = c.foo() // no longer typechecks, since foo now returns Bool|Null
    }
  • Rule 4 reduces the number of redundant nullable types we need to add. Consider

    class Box<T> { T get(); }
    class BoxFactory<T> { Box<T> makeBox(); }
    ==>
    class Box[T] { def get(): T|JavaNull }
    class BoxFactory[T] { def makeBox(): Box[T]|JavaNull }

    Suppose we have a BoxFactory[String]. Notice that calling makeBox() on it returns a Box[String]|JavaNull, not a Box[String|JavaNull]|JavaNull, because of rule 4. This seems at first glance unsound ("What if the box itself has null inside?"), but is sound because calling get() on a Box[String] returns a String|JavaNull, as per rule 3.

    Notice that for rule 4 to be correct we need to patch all Java-defined classes that transitively appear in the argument or return type of a field or method accessible from the Scala code being compiled. Absent crazy reflection magic, we think that all such Java classes must be visible to the Typer in the first place, so they will be patched.

  • Rule 5 is needed because Java code might use a generic that's defined in Scala as opposed to Java.

    class BoxFactory<T> { Box<T> makeBox(); } // Box is Scala defined
    ==>
    class BoxFactory[T] { def makeBox(): Box[T|JavaNull]|JavaNull }

    In this case, since Box is Scala-defined, nf is applied to the type argument T, so rule 3 applies and we get Box[T|JavaNull]|JavaNull. This is needed because our nullability function is only applied (modularly) to the Java classes, but not to the Scala ones, so we need a way to tell Box that it contains a nullable value.

  • Rules 6 and 7 just recurse structurally on the components of the type. The implementation of rule 7 n the compiler are a bit more involved than the presentation above. Specifically, the implementation makes sure to add | Null only at the top level of a type: e.g. nf(A & B) = (A & B) | JavaNull, as opposed to (A | JavaNull) & (B | JavaNull).

JavaNull

To enable method chaining on Java-returned values, we have a special JavaNull alias

type JavaNull = Null

JavaNull behaves just like Null, except it allows (unsound) member selections:

// Assume someJavaMethod()'s original Java signature is
// String someJavaMethod() {}
val s2: String = someJavaMethod().trim().substring(2).toLowerCase() // unsound

Here, all of trim, substring and toLowerCase return a String|JavaNull. The Typer notices the JavaNull and allows the member selection to go through. However, if someJavaMethod were to return null, then the first member selection would throw a NPE.

Without JavaNull, the chaining becomes too cumbersome

val ret = someJavaMethod()
val s2 = if (ret != null) {
  val tmp = ret.trim()
  if (tmp != null) {
    val tmp2 = tmp.substring(2)
    if (tmp2 != null) {
      tmp2.toLowerCase()
    }
  }
}
// Additionally, we need to handle the `else` branches.

Binary Compatibility

Our strategy for binary compatibility with Scala binaries that predate explicit nulls is to leave the types unchanged and be compatible but unsound.

Concretely, the problem is how to interpret the return type of foo below

// As compiled by e.g. Scala 2.12
class Old {
  def foo(): String = ???
}

There are two options:

  • def foo(): String
  • def foo(): String|Null

The first option is unsound. The second option matches how we handle Java methods.

However, this approach is too-conservative in the presence of generics

class Old[T] {
  def id(x: T): T = x
}
==>
class Old[T] {
  def id(x: T|Null): T|Null = x
}

If we instantiate Old[T] with a value type, then id now returns a nullable value, even though it shouldn't:

val o: Old[Boolean] = ???
val b = o.id(true) // b: Boolean|Null

So really the options are between being unsound and being too conservative. The unsoundness only kicks in if the Scala code being used returns a null value. We hypothesize that null is used infrequently in Scala libraries, so we go with the first option.

If a using an unported Scala library that produces null, the user can wrap the (hopefully rare) API in a type-safe wrapper:

// Unported library
class Old {
  def foo(): String = null
}

// User code in explicit-null world
def fooWrapper(o: Old): String|Null = o.foo() // ok: String <: String|Null

val o: Old = ???
val s = fooWrapper(o)

If the offending API consumes null, then the user can cast the null literal to the right type (the cast will succeed, since at runtime Null is a subtype of any reference type).

// Unported library
class Old() {
  /** Pass a String, or null to signal a special case */
  def foo(s: String): Unit = ???
}

// User code in explicit-null world
val o: Old = ???
o.foo(null.asInstanceOf[String]) // ok: cast will succeed at runtime

Flow Typing

We added a simple form of flow-sensitive type inference. The idea is that if p is a stable path, then we can know that p is non-null if it's compared with the null literal. This information can then be propagated to the then and else branches of an if-statement (among other places).

Example:

val s: String|Null = ???
if (s != null) {
  // s: String
}
// s: String|Null

A similar inference can be made for the else case if the test is p == null

if (s == null) {
  // s: String|Null
} else {
  // s: String
}

What exactly is considered a comparison for the purposes of the flow inference?

  • == and !=
  • eq and ne

Non-Stable Paths

If p isn't stable, then inferring non-nullness is potentially unsound:

var s: String|Null = "hello"
if (s != null && {s = null; true}) {
  // s == null
}

We only infer non-nullness if p is stable (vals and not vars or defs).

Logical Operators

We also support logical operators (&&, ||, and !):

val s: String|Null = ???
val s2: String|Null = ???
if (s != null && s2 != null) {
  // s: String
  // s2: String
}

if (s == null || s2 == null) {
  // s: String|Null
  // s2: String|Null
} else {
  // s: String
  // s2: String
}

Inside Conditions

We also support type specialization within the condition, taking into account that && and || are short-circuiting:

val s: String|Null
if (s != null && s.length > 0) { // s: String in `s.length > 0`
  // s: String
}

if (s == null || s.length > 0) // s: String in `s.length > 0` {
  // s: String|Null
} else {
  // s: String|Null
}

Unsupported Idioms

We don't support

  • reasoning about non-stable paths
  • flow facts not related to nullability (if (x == 0) { // x: 0.type not inferred })
  • tracking aliasing between non-nullable paths
    val s: String|Null = ???
    val s2: String|Null = ???
    if (s != null && s == s2) {
      // s:  String inferred
      // s2: String not inferred
    }
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