Java Generics Concepts

Internal

• Java Generics

Overview

Generics, or generic types, or parameterized types are a Java language extension and a set of compiler features introduced in Java 5 and improved in subsequent Java releases, which allow writing more reliable, type-safe code. Generics make certain categories of type-related bugs detectable at compile time.

Generics enable types (classes and interfaces) and individual methods to be parameterized with other types when they are declared in the source code. Type parameters are formal parameters of a type or of a method much like a function parameters allow the function code to produce different results when invoked in the presence of different arguments. Type parameters provide a way to re-use the same code with different inputs - other types in this case.

public class SomeClass<T> {
  public T doSomething(T t) {
    System.out.println(t);
    return t;
  }
  public void <V> doSomethingElse(V v) {
    System.out.println(v);
  }
}

public class Main() {
  SomeClass<String> sc = new SomeClass<>();
  String s = sc.doSomething("something");
  Integer i = sc.doSomething(1);
}

Java code that uses generics has several benefits over non-generic code:

• Allows for stronger type checks at compile time.
• Removes the need to cast.
• Enables programmers to implement generic algorithms - algorithms that work on collections of different types, can be customized, are type safe and easier to read.

Type Inference

Java Type Inference

Organizatorium

Covariance

https://en.wikipedia.org/wiki/Covariance_and_contravariance_(computer_science)

Let T and S be two types (class or function types), such that S is a subtype of T. If method m of T is overridden in S, then the corresponding types from the m's signature can either preserve the relationship between T and S (the type used in S is a subtype of the corresponding type in T), reverse the relationship (the type used in S is a super type of the type used in T), or neither preserve nor reverse this relationship. If they preserve the relationship to T and S, we say they are covariant, if they reverse the relationship of T and S, we say they are contravariant.