Average wait per passenger
0.00min
→
The problem

One shuttle, one fixed order.

Today's loop visits the stops in list order, so it zig-zags across campus. A long loop means a long wait.

one full loop
average wait
In simple words: on average you wait about half of one loop. A -minute loop means roughly minutes at the stop.
One shuttle, fixed order: long loop, long waits.
How we solve it

Four steps, from map to plan.

Each step uses a classic algorithm from the course. The numbers below are results from our own run.

Try it

Plan a trip. Then pick a fleet size.

Plan a trip

–

How many shuttles?

–
The result

Same campus, much shorter waits.

Average wait (minutes)

Trust and limits

What you can rely on, and what you can't.

Technical details (for the professor)
AlgorithmTimeResult on our data