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Minimum-Function

I am a Mathematics-Function.

Formula

A Minimum xMinx_{Min} of a Set [x1..xn][x_1..x_n] for a Function ff is defines as:

f(xMin)≤f(xi)∀xi∈x1..xn f(x_{Min}) \leq f(x_i) \forall x_i \in x_1..x_n

Python

Function

def Minimum(X1_X2_Xn_List):
    List_Count = len(X1_X2_Xn_List)
    X_Min = float('inf')
    for Xi in X1_X2_Xn_List:
        if Xi < X_Min:
            X_Min = Xi
    return X_Min

Test-Case

def Minimum_Test():
    X1_X2_Xn_Set = [5, 6, 3, 0, 10]
    X_Min = Minimum(X1_X2_Xn_Set)
    print(f"The Minimum of {X1_X2_Xn_Set} is {M_Min}")

Minimum_Test()

Invocation

$ python3 Minimum_Test.py
The Minimum of [5, 6, 3, 0, 10] is 0