313: Scalar operations across all integer types r=cuviper
With my apologies for opening a new PR, and also for the 8 month delay, this continues the work started in #237 - the discussion there outlines the goals I was aiming for. I suppose this supersedes that PR and the other one can now be closed.
This PR adds support for Add, Sub, Mul, Div and Rem operations involving one BigInt/BigUint and one primitive integer, with operands in either order, and any combination of owned/borrowed arguments.
314: Derive ToPrimitive for enums r=cuviper
I had to double the compile fail tests, as they will bail on the first error.
I have some ideas for more complex to/from primitive derives (with inner values that implement to/from primitive), but I'll save those for a future PR.
311: rational: make sure Hash agrees with Eq r=cuviper
We can't use a derived `Hash` when we have a manual `Eq`, because we
need to uphold the invariant `a == b` → `h(a) == h(b)`. Since `Eq`
doesn't require them to be in reduced form, `Hash` also needs to be
normalized.
Fixes#310.
315: Fix float NaN positive/negative assumptions r=cuviper
These are the minimal assumptions to make about `NaN`. Fixes part of #312 (but not the `next` branch).
We can't use a derived `Hash` when we have a manual `Eq`, because we
need to uphold the invariant `a == b` → `h(a) == h(b)`. Since `Eq`
doesn't require them to be in reduced form, `Hash` also needs to be
normalized.
A BigUint can be divided by a BigDigit - this is one of several
operations being implemented to allow scalar operations on BigInt and
BigUint across the board.
A BigDigit can be subtracted from a BigUint - this is one of several
operations being implemented to allow scalar operations on BigInt and
BigUint across the board.
A BigDigit can be added to a BigUint - this is one of several
operations being implemented to allow scalar operations on BigInt and
BigUint across the board.
Josh Stone
bluss
bors[bot]
Keith Wansbrough
Keith Wansbrough
Alan Liddell
Alan Liddell
Lee Bousfield
Sam Cappleman-Lynes
Eduardo Pinho