Expand description
Hegel is a property-based testing library for Rust. Hegel is based on Hypothesis, using the Hegel protocol.
§Getting started with Hegel for Rust
This guide walks you through the basics of installing Hegel and writing your first tests.
§Prerequisites
You will need uv installed and on your PATH.
§Install Hegel
Add hegel-rust to your Cargo.toml as a dev dependency using cargo:
cargo add --dev hegeltest§Write your first test
You’re now ready to write your first test. We’ll use Cargo as a test runner for the
purposes of this guide. Create a new test in the project’s tests/ directory:
use hegel::TestCase;
use hegel::generators as gs;
#[hegel::test]
fn test_integer_self_equality(tc: TestCase) {
let n = tc.draw(gs::integers::<i32>());
assert_eq!(n, n); // integers should always be equal to themselves
}Now run the test using cargo test --test <filename>. You should see that this test passes.
Let’s look at what’s happening in more detail. The #[hegel::test] attribute runs your test
many times (100, by default). The test function (in this case test_integer_self_equality)
takes a TestCase parameter, which provides a draw method for drawing
different values. This test draws a random integer and checks that it should be equal to itself.
Next, try a test that fails:
#[hegel::test]
fn test_integers_always_below_50(tc: TestCase) {
let n = tc.draw(gs::integers::<i32>());
assert!(n < 50); // this will fail!
}This test asserts that any integer is less than 50, which is obviously incorrect. Hegel will
find a test case that makes this assertion fail, and then shrink it to find the smallest
counterexample — in this case, n = 50.
To fix this test, you can constrain the integers you generate with the min_value and
max_value functions:
#[hegel::test]
fn test_bounded_integers_always_below_50(tc: TestCase) {
let n = tc.draw(gs::integers::<i32>()
.min_value(0)
.max_value(49));
assert!(n < 50);
}Run the test again. It should now pass.
§Use generators
Hegel provides a rich library of generators that you can use out of the box. There are
primitive generators, such as integers,
floats, and text, and combinators that allow
you to make generators out of other generators, such as vecs and
tuples.
For example, you can use vecs to generate a vector of integers:
use hegel::generators as gs;
#[hegel::test]
fn test_append_increases_length(tc: TestCase) {
let mut vector = tc.draw(gs::vecs(gs::integers::<i32>()));
let initial_length = vector.len();
vector.push(tc.draw(gs::integers::<i32>()));
assert!(vector.len() > initial_length);
}This test checks that appending an element to a random vector of integers should always increase its length.
You can also define custom generators. For example, say you have a Person struct that
we want to generate:
#[derive(Debug)]
struct Person {
age: i32,
name: String,
}
#[hegel::composite]
fn generate_person(tc: TestCase) -> Person {
let age = tc.draw(gs::integers::<i32>());
let name = tc.draw(gs::text());
Person { age, name }
}Note that you can feed the results of a draw to subsequent calls. For example, say that
you extend the Person struct to include a driving_license boolean field:
#[derive(Debug)]
struct Person {
age: i32,
name: String,
driving_license: bool,
}
#[hegel::composite]
fn generate_person(tc: TestCase) -> Person {
let age = tc.draw(gs::integers::<i32>());
let name = tc.draw(gs::text());
let driving_license = if age >= 18 {
tc.draw(gs::booleans())
} else {
false
};
Person { age, name, driving_license }
}§Debug your failing test cases
Use the note method to attach debug information:
#[hegel::test]
fn test_with_notes(tc: TestCase) {
let x = tc.draw(gs::integers::<i32>());
let y = tc.draw(gs::integers::<i32>());
tc.note(&format!("x + y = {}, y + x = {}", x + y, y + x));
assert_eq!(x + y, y + x);
}Notes only appear when Hegel replays the minimal failing example.
§Change the number of test cases
By default Hegel runs 100 test cases. To override this, pass the test_cases argument
to the test attribute:
#[hegel::test(test_cases = 500)]
fn test_integers_many(tc: TestCase) {
let n = tc.draw(gs::integers::<i32>());
assert_eq!(n, n);
}§Threading
TestCase is Send but not Sync: you can clone it and move the clone
to another thread to drive generation from there.
use hegel::TestCase;
use hegel::generators as gs;
#[hegel::test]
fn test_with_worker_thread(tc: TestCase) {
let tc_worker = tc.clone();
let handle = std::thread::spawn(move || {
tc_worker.draw(gs::vecs(gs::integers::<i32>()).max_size(10))
});
let xs = handle.join().unwrap();
let more: bool = tc.draw(gs::booleans());
let _ = (xs, more);
}Clones share the same backend connection — they are views onto one test case, not independent test cases. Individual backend calls are serialised by a shared mutex, so code like “spawn worker, worker draws, join, main thread draws” is deterministic.
Using threads is currently extremely fragile and should only be used with
extreme caution right now. You are liable to get flaky test failures when
multiple threads draw concurrently. We intend to support this use case
increasingly well over time, but right now it is a significant footgun —
see TestCase’s documentation for the full contract and the patterns
that are safe to rely on.
§Learning more
- Browse the
generatorsmodule for the full list of available generators. - See
Settingsfor more configuration settings to customise how your test runs.
Re-exports§
pub use explicit_test_case::ExplicitTestCase;pub use generators::Generator;
Modules§
- backend
- explicit_
test_ case - generators
- Generators for producing test data.
- stateful
- Stateful (model-based) testing support.
Macros§
- compose
- Create a generator from imperative code that draws from other generators.
- derive_
generator - Derive a generator for a struct type defined externally.
- one_of
- Choose from multiple generators of the same type.
- tuples
- Creates a tuple generator from 0–12 component generators.
Structs§
Enums§
- Health
Check - Health checks that can be suppressed during test execution.
- Mode
- Controls the test execution mode.
- Verbosity
- Controls how much output Hegel produces during test runs.
Attribute Macros§
- composite
- Define a composite generator from a function.
- explicit_
test_ case - Define an explicit test case to run before the property-based test.
- main
- Turn a function into a standalone Hegel binary entry point.
- standalone_
function - Rewrite a function taking a
TestCaseplus additional arguments into one that takes just those arguments and internally runs Hegel. - state_
machine - Derive a
StateMachineimplementation from animplblock. - test
- The main entrypoint into Hegel.
Derive Macros§
- Default
Generator - Derive a generator for a struct or enum.