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#[non_exhaustive]
pub enum MatrixVersion {
    V1_0,
    V1_1,
    V1_2,
}
Expand description

The Matrix versions Ruma currently understands to exist.

Matrix, since fall 2021, has a quarterly release schedule, using a global vX.Y versioning scheme.

Every new minor version denotes stable support for endpoints in a relatively backwards-compatible manner.

Matrix has a deprecation policy, read more about it here: https://spec.matrix.org/v1.2/#deprecation-policy.

Ruma keeps track of when endpoints are added, deprecated, and removed. It’ll automatically select the right endpoint stability variation to use depending on which Matrix versions you pass to try_into_http_request, see its respective documentation for more information.

Variants (Non-exhaustive)

This enum is marked as non-exhaustive
Non-exhaustive enums could have additional variants added in future. Therefore, when matching against variants of non-exhaustive enums, an extra wildcard arm must be added to account for any future variants.

V1_0

Version 1.0 of the Matrix specification.

Retroactively defined as https://spec.matrix.org/v1.2/#legacy-versioning.

V1_1

Version 1.1 of the Matrix specification, released in Q4 2021.

See https://spec.matrix.org/v1.1/.

V1_2

Version 1.2 of the Matrix specification, released in Q1 2022.

See https://spec.matrix.org/v1.2/.

Implementations

Checks whether a version is compatible with another.

A is compatible with B as long as B is equal or less, so long as A and B have the same major versions.

For example, v1.2 is compatible with v1.1, as it is likely only some additions of endpoints on top of v1.1, but v1.1 would not be compatible with v1.2, as v1.1 cannot represent all of v1.2, in a manner similar to set theory.

Warning: Matrix has a deprecation policy, and Matrix versioning is not as straight-forward as this function makes it out to be. This function only exists to prune major version differences, and versions too new for self.

This (considering if major versions are the same) is equivalent to a self >= other check.

Decompose the Matrix version into its major and minor number.

Try to turn a pair of (major, minor) version components back into a MatrixVersion.

Trait Implementations

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