👉 In mathematics, a homomorphic function is a function that can be defined in terms of one domain to another without changing the value or the structure of the input data. This property allows for the computation and manipulation of information within a single domain while preserving its essence. For example, consider the following two functions: 1. $f(x)$: $x$ times $x$ 2. $g(y)$: $y$ divided by 3 Both functions can be defined as follows: 1
