Questions tagged [polymorphisms]
The polymorphisms tag has no usage guidance.
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Which languages, if any, implemented parametric polymorphism before ML?
In particular, was there any kind of implementation at the time Christopher Strachey wrote Fundamental Concepts in Programming Languages?
In that work, Strachey lists Ad Hoc and Parametric ...
6
votes
1answer
115 views
Relationship between Higher Kinded Polymorphism, type inference, and Currying
On Hacker News there is an interesting exchange about the async\await RFC for Rust.
The author of the proposal withoutboats is responding to a comment about the ...
2
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1answer
87 views
How to implement polymorphism in a turing complete environment?
I'm currently programming in an unnamed turing complete language which has support for pointers, primitive data types, structures, closures, and garbage collection, among other things.
I'm trying to ...
6
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3answers
677 views
Is subtype polymorphism a kind of ad hoc polymorphism?
"Ad-hoc polymorphism is obtained when a function works, or appears to work, on several different types (which may not exhibit a common structure) and may behave in unrelated ways for each type." – ...
4
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1answer
54 views
What's the advantage of “value restriction” over its alternatives?
What is the motivation to pick "value restriction" over other candidates?
Examples of alternatives:
Enclosing pureness into the function type, for example:
...
7
votes
2answers
610 views
Higher-ranked polymorphism without explicit application or subtyping?
So, I'm familiar with two main strategies of having higher-ranked polymorphism in a language:
System-F style polymorphism, where functions are explicitly typed, and instantiation happens explicitly ...
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2answers
131 views
Can String be a subtype of Character in a programming language?
Could a programming language be designed so that there is an inheritance relationship between string and character (both of ...
4
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1answer
166 views
how type checking fails?
I was doing a type checking example in system f sub on paper to understand how it works.
according to Pierce's book Types and Programming Languages, numbers and their types are following in system f ...
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vote
1answer
45 views
Can a $k$-ary relation have polymorphisms of arity greater than $k$?
To quote Hubie Chen's A Rendezvous of Logic, Complexity, and Algebra (2009) on constraint satisfaction and complexity,
An operation $f : D^m \to D$ is a polymorphism of a relation $R \subseteq D^k$
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