Trait sp_runtime::traits::EnsureFixedPointNumber
source · pub trait EnsureFixedPointNumber: FixedPointNumber {
// Provided methods
fn ensure_from_rational<N, D>(n: N, d: D) -> Result<Self, ArithmeticError>
where N: FixedPointOperand,
D: FixedPointOperand { ... }
fn ensure_mul_int<N>(self, n: N) -> Result<N, ArithmeticError>
where N: FixedPointOperand { ... }
fn ensure_div_int<D>(self, d: D) -> Result<D, ArithmeticError>
where D: FixedPointOperand { ... }
}
Expand description
Extends FixedPointNumber
with the Ensure family functions.
Provided Methods§
sourcefn ensure_from_rational<N, D>(n: N, d: D) -> Result<Self, ArithmeticError>where
N: FixedPointOperand,
D: FixedPointOperand,
fn ensure_from_rational<N, D>(n: N, d: D) -> Result<Self, ArithmeticError>where N: FixedPointOperand, D: FixedPointOperand,
Creates self
from a rational number. Equal to n / d
.
Returns ArithmeticError
if d == 0
or n / d
exceeds accuracy.
Similar to FixedPointNumber::checked_from_rational()
but returning an
ArithmeticError
error.
use sp_arithmetic::{traits::EnsureFixedPointNumber, ArithmeticError, FixedI64};
fn extrinsic_zero() -> Result<(), ArithmeticError> {
FixedI64::ensure_from_rational(1, 0)?;
Ok(())
}
fn underflow() -> Result<(), ArithmeticError> {
FixedI64::ensure_from_rational(i64::MAX, -1)?;
Ok(())
}
assert_eq!(extrinsic_zero(), Err(ArithmeticError::DivisionByZero));
assert_eq!(underflow(), Err(ArithmeticError::Underflow));
sourcefn ensure_mul_int<N>(self, n: N) -> Result<N, ArithmeticError>where
N: FixedPointOperand,
fn ensure_mul_int<N>(self, n: N) -> Result<N, ArithmeticError>where N: FixedPointOperand,
Ensure multiplication for integer type N
. Equal to self * n
.
Returns ArithmeticError
if the result does not fit in N
.
Similar to FixedPointNumber::checked_mul_int()
but returning an ArithmeticError
error.
use sp_arithmetic::{traits::EnsureFixedPointNumber, ArithmeticError, FixedI64};
fn overflow() -> Result<(), ArithmeticError> {
FixedI64::from(i64::MAX).ensure_mul_int(2)?;
Ok(())
}
fn underflow() -> Result<(), ArithmeticError> {
FixedI64::from(i64::MAX).ensure_mul_int(-2)?;
Ok(())
}
assert_eq!(overflow(), Err(ArithmeticError::Overflow));
assert_eq!(underflow(), Err(ArithmeticError::Underflow));
sourcefn ensure_div_int<D>(self, d: D) -> Result<D, ArithmeticError>where
D: FixedPointOperand,
fn ensure_div_int<D>(self, d: D) -> Result<D, ArithmeticError>where D: FixedPointOperand,
Ensure division for integer type N
. Equal to self / d
.
Returns ArithmeticError
if the result does not fit in N
or d == 0
.
Similar to FixedPointNumber::checked_div_int()
but returning an ArithmeticError
error.
use sp_arithmetic::{traits::EnsureFixedPointNumber, ArithmeticError, FixedI64};
fn extrinsic_zero() -> Result<(), ArithmeticError> {
FixedI64::from(1).ensure_div_int(0)?;
Ok(())
}
fn overflow() -> Result<(), ArithmeticError> {
FixedI64::from(i64::MIN).ensure_div_int(-1)?;
Ok(())
}
assert_eq!(extrinsic_zero(), Err(ArithmeticError::DivisionByZero));
assert_eq!(overflow(), Err(ArithmeticError::Overflow));