DSU stands for ‘decorate, sort, undecorate’ and refers to a pattern that is often useful for sorting lists according to some attribute of elements.
For example, if you have a dictionary that maps from mothers to lists of their children, you might want to sort the mothers by their number of children. Here is a function that does that:
The first loop assigns each mother to mother and each list of children to children. It builds a list of tuples. Where each tuple is the number of children and a mother. Sort compares the first element, number of children, first, and only considers the second element to break ties. The result of tuples sorted in increasing order by number of children.
The second loop traverses the list of tuples and builds a list of mothers, sorted by parity (which in this context means number of children).
This pattern is called ‘decorate, sort, undecorate’ because the first loop ‘decorates’ the list of mothers by pairing each mother with her parity, and the last loop ‘undecorate’ the sorted list by removing the parity information.
from Thinking in Python
DSU