pub trait Min {
const MIN: Self;
}
Expand description
Defines the minimum value of a type.
The minimum value of Self.
The minimum value of a bool: false.
The minimum value of a char: '\u{0}'.
This is the famous NUL character, a
C0 control.
The lowest value representable by this type, negative infinity.
The lowest value representable by this type, negative infinity.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.
The lowest value representable by this type.
If Self is unsigned, MIN is 0. If Self is signed, MIN is $-2^{W-1}$.
See here.