A good way to denote a matrix is a column normalized matrix of another matrix

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What is a good way to show via mathematical notation that matrix $B$ is equal to column normalized matrix $A$, where we define a normalized column as:

$Ŷ_i = ( y_i – y_\min) ÷ ( y_\max – y_\min)$

Matrix $A$ has $n$ rows and $4$ columns Matrix $B$ also has $n$ rows and $4$ columns but each column in matrix $A$ has been normalized according to the above formula

MS Word has all the required symbols to express this notation