Parashoe
I’m not fully understanding how matching works with function arguments. In Functions and Pattern Matching it is explained (IMO poorly) that everything in the argument is matched independently. As a result this experiment I made works:
iex(6)> test = fn (%{a: x} = %{b: y}) -> IO.puts "x:" <> x <> " y:" <> y end
#Function<42.18682967/1 in :erl_eval.expr/6>
iex(7)> test.(%{a: "what", b: "happened"})
x:what y:happened
:ok
iex(8)>
But I don’t fully understand the semantics of this. Is the = here the same match operator as usual? I tested the match operator alone for this behavior and it does seem to match everything!
iex(16)> %{a: x} = %{b: y} = %{a: "what", b: "happened"}
%{b: "happened", a: "what"}
iex(17)> x
"what"
iex(18)> y
"happened"
iex(19)>
So it seems that the match operator is both associative and commutative which I did not expect. I also assume passing arguments is the same as including another match with the passed argument.
(this is correct)
Where is this documented? A quick search on the Elixir hexdocs of = and match aren’t fruitful. Pattern matching — Elixir v1.19.0-dev doesn’t say anything about it.
Edit: I think the article may just be wrong or poorly worded. I still need some clarification though
Thank you @LostKobrakai for clarifying things. The match operator always returns the right side value or fails with an error.
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First 10 of 16 Posts
derek-zhou
Match is right associative.
So,
is really:
Also, Map matched on partial keys, so,
%{b: y} = %{a: "what", b: "happened"}is a match, resulting the full map.Parashoe
Are you saying that
xis assigned with"what"because the first match%{b: y} = %{a: "what", b: "happened"}includesa?I’m testing out forcing the left side to evaluate first and it still seems to match. I also included a match with undefined variables first to see what the error is, and then after to see if the two independent maps match because they don’t have conflicting values.
But it would match if there were partial keys matching?
I think I’m starting to get the semantics here:
match(pattern, pattern) -> option<pattern>(pseudo-code types) and finally it builds until there are no match operators and you have one pattern that defines the undefined variables in it.Apologies that my vocabulary is a bit imprecise here.
Parashoe
No I’m wrong. It is not commutative or associative. It’s RTL 100% like @derek-zhou says, but you have more freedom to re-arrange the order on the left hand side because of either some match semantics or map semantics I don’t fully understand.
Again I’m confused about what the section here: Functions and Pattern Matching is saying about pattern match independence:
Parashoe
Is the article just wrong or poorly worded?
person = %{name: person_name}seems to match person with the full map because%{name: person_name} = fredresults in a match on the full map.Parashoe
In regards to forcing the left side to evaluate first and having it succeed.
It’s because
%{a: x} = %{b: y}matches and leaves an undefined variable that when put in the larger expression is defined.Parashoe
I stepped away to eat, and looking at this again with a clear head is mostly embarrassing. Nonetheless, there are some subtleties concerning variable assignment to clarify.
The match operator only assigns variables on the left side, but you can still match with undefined variables on the right if the match is part of a larger expression where they will be bound. This is why giving the left match precedence in
(%{a: x} = %{b: y}) = %{a: "what", b: "happened"}works.What initially threw me off from this article Functions and Pattern Matching still confuses me though. It states: “Remember that even though it looks like
%{name: person_name} = personis pattern-matching the%{name: person_name}against thepersonvariable, they’re actually each pattern-matching to the passed-in argument,”. Is this incorrect? Are there special pattern match rules within function signatures? Isn’t it just the same as matching RTL starting with the argument on the right most side?D4no0
I think the article has pretty clear wording, for example if you have:
The value
personwill have the entire map passed as the argument binded to it andperson_namewill bind the value of the keyname. This kind of match also enforces the argument to be a map and contain the namekey.Parashoe
Yes, the ultimate bindings are clear
My problem is understanding the nuances.
The article says that reversing the match order:
results in a successful match with
fred“because each are matching to fred on their own” and later says “Remember that even though it looks like%{name: person_name} = personis pattern-matching the%{name: person_name}against thepersonvariable, they’re actually each pattern-matching to the passed-in argument”.I read this to mean an expression like this:
(person = fred) = (%{name: person_name} = fred)is happening opposed to:person = (%{name: person_name} = fred)although I think the latter is in fact correct.I’m thinking the reason you can switch the order here is not because they are “matching to fred on their own” but because the
%{name: person_name} = fredmatch, results in the whole map which can be bound topersonto the left. Just like what happens with%{a: x} = %{b: y} = %{a: "what", b: "happened"}.This is what I’m seeking clarity on and find poorly worded.
LostKobrakai
I’d start from some underlying primitives here and build up understanding from there:
voidreturn values.E.g.
x = if 1 < 2, do: :a, else: :bwill bindxwith:aSo for
^y = (pattern = y)thepattern = ywill evaluate to the value ofypatternis kind of a side effect as it doesn’t affect the return value of the match expression.Therefore for the outer match expression
^y = (pattern = y)can be simplified to^y = ya = %{b: 1} = %{d: d} = %{b: 1, d: 4}and the following function essentially the same.These properties make it essentially irrelevant in which order patterns are placed in a chained set of match expressions, though only the patterns, the right most value needs to stay on the right. Yes technically there is an order – you could move least permissive match patterns more right to match earlier than less permissive ones – but in practise that’s really irrelevant.
Now finally moving to function parameters. Usually these cause confusion because the actually imporant “right most input” doesn’t actually show up when writing a function head.
Having a function shows just a chained set of match patterns.
When calling
my_function(%{b: 1, d: 4})internally you’ll essentially get these patterns evaluated as:a = %{b: 1} = %{d: d} = %{b: 1, d: 4}, adding the provided parameters to the right most side of the chain.Hence in function heads you can reorder all parts of a chained match expression given the input isn’t present explicitly and it wouldn’t functionally change the function (beyond microoptimizations).
Parashoe
Thank you, this clarifies almost everything and explains why the article says that every pattern is matched independently with the argument. I appreciate the time you put into explaining this!
There remains a gap in my understanding. Giving precedence to
%{a: x} = %{b: y}in(%{a: x} = %{b: y}) = %{a: "what", b: "happened"}is a successful match bindingxto"what"andyto"happened". So the execution order does not appear to naively follow the order of the expression.I’m missing something.
What are the semantics here?