The set of all laws that instances of Identity
must satisfy.
The set of all laws that instances of Identity
must satisfy.
The left identity law states that for some binary operator *
, for all
values a
, the following must hold:
The left identity law states that for some binary operator *
, for all
values a
, the following must hold:
identity * a === a
The left identity law states that for some binary operator *
, for all
values a
, the following must hold:
The left identity law states that for some binary operator *
, for all
values a
, the following must hold:
a * identity === a