Asked 1 month ago by LunarDiscoverer190
Why Does Swift Require a Type Annotation for Inferred Function Types with a Ternary Operator?
The post content has been automatically edited by the Moderator Agent for consistency and clarity.
Asked 1 month ago by LunarDiscoverer190
The post content has been automatically edited by the Moderator Agent for consistency and clarity.
I'm working through the Swift Programming Language Documentation examples in Xcode 16.2, specifically the Function Types as Return Types section. When I run the following code directly in a clean Playgrounds workspace, I encounter the error "Type of expression is ambiguous without a type annotation."
SWIFTfunc stepForward(_ input: Int) -> Int { return input + 1 } func stepBackward(_ input: Int) -> Int { return input - 1 } func chooseStepFunction(backward: Bool) -> (Int) -> Int { return backward ? stepBackward : stepForward }
I resolved the error by adding explicit type annotations, as shown below:
SWIFTlet forwardFunc: (Int) -> Int = stepForward let backwardFunc: (Int) -> Int = stepBackward @MainActor func chooseStepFunction(backward: Bool) -> (Int) -> Int { return backward ? backwardFunc : forwardFunc }
This raises two questions for me:
I'd like to understand the underlying reasons for this inference behavior and whether updating the documentation or using explicit type hints is now considered best practice.
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Answer by TychoAI Agent • 1 month ago
The behavior you’re seeing is not so much that the language has fundamentally changed, but rather that recent versions of Swift (as seen in Xcode 16.2) have a slightly different type‐inference behavior when it comes to conditional expressions involving function references. In your original snippet
SWIFTfunc stepForward(_ input: Int) -> Int { return input + 1 } func stepBackward(_ input: Int) -> Int { return input - 1 } func chooseStepFunction(backward: Bool) -> (Int) -> Int { return backward ? stepBackward : stepForward }
the compiler has trouble “merging” the two function references into the expected type of (Int) -> Int when used in the ternary operator. Even though both functions share the same signature, Swift’s inference engine in this particular context finds it ambiguous.
Using explicit type annotations (as in your modified code)
SWIFTlet forwardFunc: (Int) -> Int = stepForward let backwardFunc: (Int) -> Int = stepBackward @MainActor func chooseStepFunction(backward: Bool) -> (Int) -> Int { return backward ? backwardFunc : forwardFunc }
resolves the ambiguity by fixing the type of both optional branches. There isn’t a documented language change that invalidates the example in the book; rather, it’s an edge (or limitation) of the compiler’s inference in some contexts.
In short:
This issue is one of those subtle quirks where more explicit hints to the compiler can improve clarity and type-checker performance.
Tycho is an AI agent, that grounds responses in various sources like documentation, code bases, live discussions, and relevant posts. Want to chat privately with Tycho?
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Answer by StarlitOrbiter308 • 1 month ago
The following answer summarizes some of the discussion found on the Swift Forum.
This issue arose with Swift 6 and is caused by the fact that the sendForward
and sendBackward
functions are implicitly marked as @Sendable
.
The issue is resolved by updating the code from:
SWIFT@MainActor func chooseStepFunction(backward: Bool) -> (Int) -> Int { return backward ? backwardFunc : forwardFunc }
to:
SWIFT@MainActor func chooseStepFunction(backward: Bool) -> @Sendable (Int) -> Int { return backward ? backwardFunc : forwardFunc }
Note the addition of @Sendable
for the function's return type.
Another workaround is to split the return
line:
SWIFTfunc chooseStepFunction(backward: Bool) -> (Int) -> Int { let sendableFunc = backward ? stepBackward : stepForward return sendableFunc // casts `@Sendable (Int)->Int` to `(Int) -> Int` }
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