| name | convert-erlang-fsharp |
| description | Converts Erlang code to idiomatic F# while preserving functional programming patterns, actor model semantics, and fault-tolerance mechanisms. Use when converting Erlang applications, libraries, OTP behaviors, or concurrent systems to F#. |
Erlang to F# Conversion
Overview
This skill guides the conversion of Erlang code to idiomatic F# while maintaining functional programming principles, concurrent programming patterns, and fault-tolerance capabilities. F# provides strong functional programming support with .NET integration.
Key Language Differences
Type Systems
- Erlang: Dynamic typing with pattern matching
- F#: Static typing with type inference, algebraic data types
Concurrency Models
- Erlang: Actor model with lightweight processes, message passing
- F#: MailboxProcessor (similar to actors), async workflows, Task Parallel Library
Runtime Environment
- Erlang: BEAM VM with hot code swapping, distributed computing
- F#: .NET CLR with async/await, comprehensive standard library
Quick Reference
| Erlang | F# | Notes |
|---|---|---|
atom() |
string or discriminated union |
Atoms become strings or DU cases |
integer() |
int or int64 |
Fixed-size integers |
float() |
float |
64-bit double |
binary() |
byte[] |
Byte arrays |
list() |
'a list |
Immutable lists |
tuple() |
'a * 'b |
Product types |
map() |
Map<'k,'v> |
Immutable maps |
pid() |
MailboxProcessor<'T> |
Actor-style processing |
fun() |
'a -> 'b |
First-class functions |
Core Conversion Patterns
1. Module and Function Definitions
Erlang:
-module(calculator).
-export([add/2, multiply/2]).
add(X, Y) -> X + Y.
multiply(X, Y) -> X * Y.
F#:
module Calculator =
let add x y = x + y
let multiply x y = x * y
2. Pattern Matching
Erlang:
factorial(0) -> 1;
factorial(N) when N > 0 -> N * factorial(N - 1).
F#:
let rec factorial n =
match n with
| 0 -> 1
| n when n > 0 -> n * factorial (n - 1)
| _ -> failwith "Negative input not allowed"
3. Records and Types
Erlang:
-record(person, {name, age, email}).
create_person(Name, Age, Email) ->
#person{name=Name, age=Age, email=Email}.
F#:
type Person = {
Name: string
Age: int
Email: string
}
let createPerson name age email =
{ Name = name; Age = age; Email = email }
4. Lists and Comprehensions
Erlang:
double_list(List) -> [X * 2 || X <- List].
filter_even(List) -> [X || X <- List, X rem 2 =:= 0].
F#:
let doubleList list =
list |> List.map ((*) 2)
let filterEven list =
list |> List.filter (fun x -> x % 2 = 0)
5. Actor Model / Process Communication
Erlang:
-module(counter).
start() ->
spawn(fun() -> loop(0) end).
increment(Pid) ->
Pid ! {increment, self()},
receive
{ok, NewValue} -> NewValue
end.
loop(Count) ->
receive
{increment, From} ->
NewCount = Count + 1,
From ! {ok, NewCount},
loop(NewCount)
end.
F#:
module Counter =
type Message =
| Increment of AsyncReplyChannel<int>
type CounterAgent() =
let agent = MailboxProcessor.Start(fun inbox ->
let rec loop count = async {
let! msg = inbox.Receive()
match msg with
| Increment(reply) ->
let newCount = count + 1
reply.Reply(newCount)
return! loop newCount
}
loop 0
)
member _.Increment() = agent.PostAndReply(Increment)
let start() = CounterAgent()
6. gen_server Pattern
Erlang:
-module(my_server).
-behaviour(gen_server).
handle_call(get_count, _From, State = #{count := Count}) ->
{reply, Count, State};
handle_call({increment, N}, _From, State = #{count := Count}) ->
NewState = State#{count := Count + N},
{reply, ok, NewState}.
F#:
module MyServer =
type Message =
| GetCount of AsyncReplyChannel<int>
| Increment of int * AsyncReplyChannel<unit>
type State = { Count: int }
type ServerAgent() =
let agent = MailboxProcessor.Start(fun inbox ->
let rec loop state = async {
let! msg = inbox.Receive()
match msg with
| GetCount(reply) ->
reply.Reply(state.Count)
return! loop state
| Increment(n, reply) ->
let newState = { Count = state.Count + n }
reply.Reply()
return! loop newState
}
loop { Count = 0 }
)
member _.GetCount() = agent.PostAndReply(GetCount)
member _.Increment(n) = agent.PostAndReply(fun ch -> Increment(n, ch))
7. Error Handling
Erlang:
safe_divide(_, 0) -> {error, division_by_zero};
safe_divide(X, Y) -> {ok, X / Y}.
F#:
type DivisionError = DivisionByZero
let safeDivide x y =
match y with
| 0 -> Error DivisionByZero
| _ -> Ok (x / y)
// Or using Option
let safeDivide' x y =
match y with
| 0 -> None
| _ -> Some (x / y)
8. Binary Pattern Matching
Erlang:
parse_header(<<Type:8, Length:16, Rest/binary>>) ->
{Type, Length, Rest}.
F#:
let parseHeader (bytes: byte[]) =
if bytes.Length < 3 then
None
else
let type' = bytes.[0]
let length = (uint16 bytes.[1] <<< 8) ||| uint16 bytes.[2]
let rest = bytes.[3..]
Some (type', length, rest)
9. ETS Tables to .NET Collections
Erlang:
store(Key, Value) ->
ets:insert(my_table, {Key, Value}).
lookup(Key) ->
case ets:lookup(my_table, Key) of
[{Key, Value}] -> {ok, Value};
[] -> {error, not_found}
end.
F#:
module MyTable =
open System.Collections.Concurrent
let private table = ConcurrentDictionary<string, obj>()
let store key value =
table.[key] <- value
let lookup key =
match table.TryGetValue(key) with
| true, value -> Some value
| false, _ -> None
Common Libraries and Equivalents
| Erlang | F# / .NET Equivalent |
|---|---|
| gen_server | MailboxProcessor, Akka.NET actors |
| supervisor | Custom supervision, Akka.NET |
| ETS | System.Collections.Concurrent |
| httpc | System.Net.Http, FSharp.Data.Http |
| jsx (JSON) | System.Text.Json, FSharp.Json |
| cowboy (HTTP) | ASP.NET Core, Giraffe, Suave |
| lager (logging) | Serilog, NLog |
Best Practices
1. Embrace Static Typing
- Use F#'s type system to catch errors at compile time
- Define explicit types for domain models
- Use discriminated unions for state machines
2. Preserve Functional Patterns
- Keep functions pure where possible
- Use immutable data structures
- Leverage F# pipeline operators (|>)
3. Adapt Concurrency Models
- Use MailboxProcessor for actor-like behavior
- Consider Akka.NET for complex distributed systems
- Use async workflows for I/O-bound operations
4. Error Handling
- Prefer Option and Result types over exceptions
- Use computation expressions for error propagation
- Reserve exceptions for truly exceptional cases
Migration Strategy
Step 1: Analyze Erlang Codebase
- Identify module structure and dependencies
- Map OTP behaviors (gen_server, supervisor)
- Document message-passing patterns
Step 2: Design F# Architecture
- Plan module organization
- Design type hierarchy for records and unions
- Choose concurrency approach
Step 3: Convert Core Logic
- Start with pure functions and data structures
- Convert pattern matching and recursion
- Translate list operations
Step 4: Implement Concurrency
- Replace spawn/receive with MailboxProcessor
- Convert gen_server to agent-based patterns
- Add async workflows for I/O operations
Step 5: Testing and Validation
- Port EUnit tests to FsUnit or xUnit
- Test concurrent behaviors
- Performance testing and optimization
See Also
lang-erlang-dev- Erlang development patternslang-fsharp-dev- F# development patternsmeta-convert-dev- General conversion methodologyconvert-fsharp-erlang- Reverse conversion