- core Python data structures are invaluable
- object-oriented programming is encouraged for this problem
- built-in and 3rd party libraries are useful if you understand them
- building small components is a great way to understand high level abstractions
- instructions are often open-ended
This is a meta-exercise: the project is to optimally group
people of different skils together for an event such as project night.
Further, to make it challenging, the goal is to use Core Python and no
imported libraries (except for random
).
Grouping people for an exercise like this is challening. For our purposes, the most important constraints are:
- group size
- skill levels of people in the group
the goal is to achieve an even distribution of skill level for each group.
- people may be referenced by any string identifier, e.g.,
"AA"
or"B789ghk"
or"Dana"
- people provide their own score for their comfort with core python, an integer
from
0
to100
, including both end points - each person has one score
- people can have the same identifier
- the
random
module is the only recommended module to import (and maybestring
depending on how you generate identifiers) - group size is 4
- Setup
- Generate an integer determining the number of attendees, typically turnout is between 35 and 50
- Build a method which generates an identifier for each person in attendance, e.g., "AA" or "B789ghk"
- Build a method which generates a score for each person in attendance
- Create a data structure that associates a person with a score.
- Hint: because we are using random numbers, you may elect to write the generated data to a file to make it possible to re-run and confirm consistent results during the later steps.
- Hint: it may be useful to define a
__repr__
method so you can see what is happening when you print the data structure.
- Create groups of almost all equal sizes (up to 2 groups of 5 or one group of 3 is okay). The goal is to have an even distribution of Python skill level across all groups, i.e., beginners could be paired with advanced people so the average group score is nearly constant.
- Hint:
help(sorted)
may be useful when making sorted lists of data structures
- Hint:
- Extra challenges:
- build a method to
add
a single participant at once - build a method to
add_many
participants at once - build a method to
remove
a participant - build a method to
list
all participants - build a method to evaluate the distribution of skill levels across all groups
- build a method to