Features:
- Error handling as simple manipulations of values.
- Focus on inferrability and optimizability leveraging unique properties of the Julia language and compiler.
- Error trace for determining the source of errors, without
throw
. - Facilitate the "Easier to ask for forgiveness than permission" (EAFP) approach as a robust and minimalistic alternative to the trait-based feature detection.
- Generic and extensible tools for composing failable procedures.
For more explanation, see Discussion below.
See the Documentation for API reference.
For demonstration, let us import TryExperimental.jl to see how to use failable APIs built using Try.jl.
julia> using Try
julia> using TryExperimental # exports trygetindex etc.
Try.jl-based API returns either an OK
value
julia> ok = trygetindex(Dict(:a => 111), :a)
Try.Ok: 111
or an Err
value:
julia> err = trygetindex(Dict(:a => 111), :b)
Try.Err: KeyError: key :b not found
Together, these values are called result values. Try.jl provides various tools to deal with the result values such as predicate functions:
julia> Try.isok(ok)
true
julia> Try.iserr(err)
true
unwrapping function:
julia> Try.unwrap(ok)
111
julia> Try.unwrap_err(err)
KeyError(:b)
and more.
Consider an example where an error "bubbles up" from a deep stack of function calls:
julia> using Try, TryExperimental
julia> f1(x) = x ? Ok(nothing) : Err(KeyError(:b));
julia> f2(x) = f1(x);
julia> f3(x) = f2(x);
Since Try.jl represents an error simply as a Julia value, there is no information on the source of this error by default:
julia> f3(false)
Try.Err: KeyError: key :b not found
We can enable the stacktrace recording of the error by calling
Try.enable_errortrace()
.
julia> Try.enable_errortrace();
julia> y = f3(false)
Try.Err: KeyError: key :b not found
Stacktrace:
[1] f1
@ ./REPL[2]:1 [inlined]
[2] f2
@ ./REPL[3]:1 [inlined]
[3] f3(x::Bool)
@ Main ./REPL[4]:1
[4] top-level scope
@ REPL[7]:1
julia> Try.disable_errortrace();
Note that f3
didn't throw an exception. It returned a value of type Err
:
julia> Try.iserr(y)
true
julia> Try.unwrap_err(y)
KeyError(:b)
That is to say, the stacktrace is simply attached as "metadata" and
Try.enable_errortrace()
does not alter how Err
values behave.
Limitation/implementation details: To eliminate the cost of stacktrace
capturing when it is not used, Try.enable_errortrace()
is implemented using
method invalidation. Thus, error trace cannot be enabled for Task
s that have
been already started.
As explained in EAFP and traits below, the Base
-like API
defined in TryExperimental
does not throw when the method is not defined. For
example, trygeteltype
and trygetlength
can be called on arbitrary objects (=
"asking for forgiveness") without checking if the method is defined (= "asking
for permission").
using Try, TryExperimental
function try_map_prealloc(f, xs)
T = @? trygeteltype(xs) # macro-based short-circuiting
n = @? trygetlength(xs)
ys = Vector{T}(undef, n)
for (i, x) in zip(eachindex(ys), xs)
ys[i] = f(x)
end
return Ok(ys)
end
mymap(f, xs) =
try_map_prealloc(f, xs) |>
Try.or_else() do _ # functional composition
Ok(mapfoldl(f, push!, xs; init = []))
end |>
Try.unwrap
mymap(x -> x + 1, 1:3)
# output
3-element Vector{Int64}:
2
3
4
mymap(x -> x + 1, (x for x in 1:5 if isodd(x)))
# output
3-element Vector{Any}:
2
4
6
Function using Try.jl for error handling (such as Try.first
) typically has a
return type of Union{Ok,Err}
. Thus, the compiler can sometimes prove that
some success and failure paths can never be taken:
julia> using TryExperimental, InteractiveUtils
julia> @code_typed(trygetfirst((111, "two", :three)))[2] # always succeeds for non empty tuples
Ok{Int64}
julia> @code_typed(trygetfirst(()))[2] # always fails for an empty tuple
Err{BoundsError}
julia> @code_typed(trygetfirst(Int[]))[2] # both are possible for an array
Union{Ok{Int64}, Err{BoundsError}}
We can use the return type conversion function f(...)::ReturnType ... end
to
constrain possible error types. This is similar to the throws
keyword in Java.
This can be used for ensuring that only the expected set of errors are returned
from Try.jl-based functions. In particular, it may be useful for restricting
possible errors at an API boundary. The idea is to separate "call API" f
from
"overload API" __f__
such that new methods are added to __f__
and not to
f
. We can then wrap the overload API function by the call API function that
simply declares the return type:
f(args...)::Result{Any,PossibleErrors} = __f__(args...)
Then, the API specification of f
can include the overloading instruction explaining that a
method of __f__
(instead of f
) should be defined and can enumerate allowed set of
errors.
Here is an example of a call API tryparse
with an overload API __tryparse__
wrapping
Base.tryparase
. In this toy example, __tryparse__
can return InvalidCharError()
or
EndOfBufferError()
as an error value:
using Try, TryExperimental
const Result{T,E} = Union{Ok{<:T},Err{<:E}}
# using TryExperimental: Result # (almost equivalent)
struct InvalidCharError <: Exception end
struct EndOfBufferError <: Exception end
const ParseError = Union{InvalidCharError, EndOfBufferError}
tryparse(T, str)::Result{T,ParseError} = __tryparse__(T, str)
function __tryparse__(::Type{Int}, str::AbstractString)
isempty(str) && return Err(EndOfBufferError())
Ok(@something(Base.tryparse(Int, str), return Err(InvalidCharError())))
end
tryparse(Int, "111")
# output
Try.Ok: 111
tryparse(Int, "")
# output
Try.Err: EndOfBufferError()
tryparse(Int, "one")
# output
Try.Err: InvalidCharError()
Constraining errors can be useful for generic programming if it is desirable to
ensure that error handling is complete. This pattern makes it easy to report
invalid errors directly to the programmer (see When to throw
? When to
return
?) while correctly implemented methods
do not incur any run-time overheads.
See also: julep: "chain of custody" error handling · Issue #7026 · JuliaLang/julia
Julia is a dynamic language with a compiler that can aggressively optimize away
the dynamism to get the performance comparable to static languages. As such, many
successful features of Julia provide the usability of a dynamic language while
paying attentions to the optimizability of the composed code. However, native
throw
/catch
-based exception is not optimized aggressively and existing
"static" solutions do not support idiomatic high-level style of programming.
Try.jl explores an alternative solution embracing the
dynamism of Julia while restricting the underlying code as much as possible to
the form that the compiler can optimize away.
Try.jl aims at providing generic tools for composing failable procedures. This emphasis on performing actions that can fail contrasts with other similar Julia packages focusing on types and is reflected in the name of the package: Try. This is an important guideline on designing APIs for dynamic programming languages like Julia in which high-level code should be expressible without managing types.
For example, Try.jl provides the APIs for short-circuit
evaluation that can be used not
only for Union{Ok,Err}
:
julia> Try.and_then(Ok(1)) do x
Ok(x + 1)
end
Try.Ok: 2
julia> Try.and_then(Ok(1)) do x
iszero(x) ? Ok(x) : Err("not zero")
end
Try.Err: "not zero"
but also for Union{Some,Nothing}
:
julia> Try.and_then(Some(1)) do x
Some(x + 1)
end
Some(2)
julia> Try.and_then(Some(1)) do x
iszero(x) ? Some(x) : nothing
end
Above code snippets mention constructors Ok
, Err
, and Some
just enough for conveying
information about "success" and "failure."
Of course, in Julia, types can be used for controlling execution efficiently and flexibly. In fact, the mechanism required for various short-circuit evaluation can be used for arbitrary user-defined types by defining the short-circuit evaluation interface (experimental).
Try.jl provides an API inspired by Rust's Result
type and Try
trait. However, to fully
unlock the power of Julia, Try.jl uses the small Union
types instead of a
concretely typed struct
type. This is essential for idiomatic clean
high-level Julia code that avoids computing output type manually. However, all
previous attempts in this space (such as
ErrorTypes.jl,
ResultTypes.jl, and
Expect.jl) use a struct
type for
representing the result value (see
ErrorTypes.Result
,
ResultTypes.Result
,
and
Expect.Expected
).
Using a concretely typed struct
as returned type has some benefits in that it
is easy to control the result of type inference. However, this forces the user
to manually compute the type of the untaken paths. This is tedious and
sometimes simply impossible. This is also not idiomatic Julia code which
typically delegates output type computation to the compiler. Futhermore, the
benefit of type-stabilization is at the cost of loosing the opportunity for the
compiler to eliminate the success and/or failure branches (see Success/failure
path elimination above). A similar
optimization can still happen in principle with the concrete struct
approach
with the combination of (post-inference) inlining, scalar replacement of
aggregate, and dead code elimination. However, since type inference is the main
driving force in the inter-procedural analysis and optimization in the Julia
compiler, Union
return type is likely to continue to be the most effective way
to communicate the intent of the code to the compiler (e.g., if a function
call always succeeds, always return an Ok{T}
).
(That said, Try.jl also contains supports for concretely-typed returned value
when Union
is not appropriate. This is for experimenting if such a manual
"type-instability-hiding" is a viable approach at a large scale and if providing
a pleasing uniform API is possible.)
A potential usability issue for using the Result
type is that the detailed
context of the error is lost by the time the user received an error. This makes
debugging Julia programs hard compared to simply throw
ing the exception. To
mitigate this problem, Try.jl provides an error trace mechanism for recording
the backtrace of the error. This can be toggled using Try.enable_errortrace()
at the run-time. This is inspired by Zig's Error Return
Traces.
TryExperiments.jl implements a limited set of "verbs" based on Julia Base
such as
trytake!
as a demonstration of Try.jl API. These functions have a catch-all default
definition that returns an error value of type Err{<:NotImplementedError}
. This lets us
use these functions in the "Easier to ask for forgiveness than permission"
(EAFP) manner because they
can be called without getting the run-time MethodError
exception.
Importantly, the EAFP approach does not have the problem of the trait-based
feature detection where the implementer must ensure that declared trait (e.g.,
HasLength
) is compatible with the actual definition (e.g., length
). With
the EAFP approach, the feature is declared automatically by defining of the
method providing it (e.g., trygetlength
). Thus, by construction, it is hard to
make the feature declaration and definition out-of-sync. Of course, this
approach works only for effect-free or "redo-able" functions when naively applied. To check
if a sequence of destructive operations is possible, the trait-based approach is very
straightforward. One way to use the EAFP approach for effectful computations is to create a
low-level two-phase API where the first phase constructs a recipe of how to apply the
effects in an EAFP manner and the second phase applies the effect.
(Usage notes: An "EAFP-compatible" function can be declared with @tryable f
instead
of function f end
. It automatically defines a catch-all fallback method that returns an
Err{<:NotImplementedError}
.)
Note that the EAFP approach using Try.jl is not equivalent to the "Look before
you leap" (LBYL) counterpart
using hasmethod
and/or applicable
. Checking applicable(f, x)
before calling f(x)
may look attractive as it can be done without any manual coding. However, this LBYL
approach is fundamentally unusable for generic feature detection. This is because
hasmethod
and applicable
cannot handle "blanket definition" with "internal dispatch"
like this:
julia> f(x::Real) = f_impl(x); # blanket definition
julia> f_impl(x::Int) = x + 1; # internal dispatch
julia> applicable(f, 0.1)
true
julia> hasmethod(f, Tuple{Float64})
true
Notice that f(0.1)
is considered callable if we trust applicable
or
hasmethod
even though f(0.1)
will throw a MethodError
. Thus, unless the
overload instruction of f
specifically forbids the blanket definition like
above, the result of applicable
and hasmethod
cannot be trusted. (For
exactly the same reason, the use of invoke
on library functions is
problematic.)
The EAFP approach works because the actual code path "dynamically declares" the feature.
Having two modes of error reporting (i.e., throw
ing an exception and
return
ing an Err
value) introduces a complexity that must be justified. Is
Try.jl just a workaround until the compiler can optimize try
-catch
? ("Yes"
may be a reasonable answer.) Or is there a principled way to distinguish the
use cases of them? (This is what is explored here.)
Reporting error by return
ing an Err
value is particularly useful when an
error handling occurs in a tight loop. For example, when composing concurrent
data structure APIs, it is sometimes required to know the failure mode (e.g.,
logical vs temporary/contention failures) in a tight loop. It is likely that
Julia compiler can optimize Try.jl's error handling down to a simple flag-based low-level
code. Note that this style of programming requires a clear definition of
the API noting on what conditions certain errors are reported. That is to
say, such an API guarantees the detection of certain unsatisfied "pre-conditions" and the
caller program is expected to have some ways to recover from these errors.
In contrast, if there is no way for the caller program to recover from the
error and the error should be reported to a human, throw
ing an exception is
more appropriate. For example, if an inconsistency of the internal state of a
data structure is detected, it is likely a bug in the usage or implementation.
In this case, there is no way for the caller program to recover from such an
out-of-contract error and only the human programmer can take an action. To
support typical interactive workflow in Julia, printing an error and aborting
the whole program is not an option. Thus, it is crucial that it is possible to
recover even from an out-of-contract error in Julia. Such a language construct
is required for building programming tools such as REPL and editor plugins. In summary,
return
-based error reporting is adequate for recoverable errors and throw
-based error
reporting is adequate for unrecoverable (i.e., programmer's) errors.