👉 In mathematics, a "leveller" is a function that maps one domain to another. It is an operator that takes two elements from different domains and produces a single element that belongs in both domains. This property allows for the definition of a "function between" or "function composition", where a function f can be defined as: f(x) = g(y) Where x and y are elements from different domains. For example, consider the following functions: 1. f(x) = 3
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What is the definition of Leveller? 🙋
👉 In mathematics, a "leveller" is a mathematical function that maps an input variable to its output variable. It is often used in computer programming and data analysis, where it represents a simple operation or function that takes one input and produces one output.
For example, consider the following Python code:
```python
def square(x):
return x
x
print(square(3)) # Output: 9
```
In this case, `square` is a "leveller"
