Assume I want to define types that are similar in structure, but differ in a parameter that could be an integer or could be something else.
Is it possible in Java to define a family of classes parameterized by an integer or even an arbitrary object?
Consider the following pseudocode (which does not compile):
/**
* String of a certain length n and a method to reduce to length n-1
*/
public class StringN<int n> {
private String str;
public StringN( String str) {
if(str.length() != n) {
throw new IllegalArgumentException("string is not of required length!");
}
this.str = str;
}
public StringN<n-1> reduce() {
return new StringN<n-1>(s.substring(0, s.length() - 1));
}
@Override
public String toString() {
return str;
}
}
Other even more natural examples that come to my mind are tensor-products in math, so where to put the parameter 'n', if one wants to define e.g. the space R^n as a Java class or in functional programming the 'arity' of a Function<>
-space. So how to define a family of classes with different arity, parameterized by n?
If this is not possible in Java, does this concept exist in other more functional languages and what is the proper name for it? (like maybe 'parameterized class'?)
Edit: as a reaction to comments, the last part was just to know the general name of such a concept, not to make a detour to other languages.