Docs.rs
concision-core-0.2.0
concision-core 0.2.0
Permalink
Docs.rs crate page
Apache-2.0
Links
Homepage
Repository
crates.io
Source
Owners
FL03
Dependencies
anyhow ^1
normal
optional
approx ^0.5
normal
optional
concision-utils ^0.2.0
normal
getrandom ^0.3
normal
optional
ndarray ^0.16
normal
num ^0.4
normal
num-complex ^0.4
normal
optional
num-traits ^0.2
normal
paste ^1
normal
rand ^0.9
normal
optional
rand_distr ^0.5
normal
optional
rayon ^1
normal
optional
scsys ^0.3.0
normal
scsys-derive ^0.3.0
normal
serde ^1
normal
optional
serde_derive ^1
normal
optional
serde_json ^1
normal
optional
smart-default ^0.7
normal
strum ^0.27
normal
thiserror ^2
normal
tracing ^0.1
normal
optional
lazy_static ^1
dev
Versions
37.47%
of the crate is documented
Platform
i686-pc-windows-msvc
i686-unknown-linux-gnu
x86_64-apple-darwin
x86_64-pc-windows-msvc
x86_64-unknown-linux-gnu
Feature flags
docs.rs
About docs.rs
Privacy policy
Rust
Rust website
The Book
Standard Library API Reference
Rust by Example
The Cargo Guide
Clippy Documentation
concision_
core
0.2.0
Square
Root
Required Associated Types
Output
Required Methods
sqrt
Implementations on Foreign Types
ArrayBase<S, D>
Complex<A>
f32
f64
Implementors
In concision_
core::
utils
concision_core
::
utils
Trait
SquareRoot
Copy item path
Source
pub trait SquareRoot { type
Output
; // Required method fn
sqrt
(self) -> Self::
Output
; }
Required Associated Types
§
Source
type
Output
Required Methods
§
Source
fn
sqrt
(self) -> Self::
Output
Implementations on Foreign Types
§
Source
§
impl
SquareRoot
for
f32
Source
§
type
Output
=
f32
Source
§
fn
sqrt
(self) -> <
f32
as
SquareRoot
>::
Output
Source
§
impl
SquareRoot
for
f64
Source
§
type
Output
=
f64
Source
§
fn
sqrt
(self) -> <
f64
as
SquareRoot
>::
Output
Source
§
impl<A>
SquareRoot
for
Complex
<A>
where
Complex
<A>:
ComplexFloat
<Real = A>,
Source
§
type
Output
=
Complex
<A>
Source
§
fn
sqrt
(self) -> <
Complex
<A> as
SquareRoot
>::
Output
Source
§
impl<A, B, S, D>
SquareRoot
for
ArrayBase
<S, D>
where A:
Clone
+
SquareRoot
<Output = B>, D:
Dimension
, S:
Data
<Elem = A>,
Source
§
type
Output
=
ArrayBase
<
OwnedRepr
<B>, D>
Source
§
fn
sqrt
(self) -> <
ArrayBase
<S, D> as
SquareRoot
>::
Output
Implementors
§