Today we’ll finish working on clustering of photos!
- For next time, read Sections 4.7. No pre-class quiz, however.
- Here’s a set of notes to wrap up photo clustering.
2016W1
Today we’ll finish working on clustering of photos!
Today we’ll continue working on clustering of photos with a graph-based approach.
We’ll continue today to work on our categorization problem. Just one new note: read Sections 4.3-4.4 for Monday. (There’s no new pre-class quiz, but we’ll make sure to have one for Wednesday!)
UPDATE: We the instructional staff beg you to work in pairs on the assignment! First, you’ll learn more. Second, we will have more instructional resources to do things besides grade your assignment! (You can even solve it separately and then work together to form a single best solution from your two solutions!)
(Yes, you can still work in a group of three. We still reserve the right to be grumpy about it. But not as grumpy now that we’ve seen all the individual submissions on Assignment #1.)
Today we’ll move on to two new questions about graphs: how do you find the most “influential” nodes in a directed graph (if an edge confers a small amount of influence from its tail to its head) AKA the Google Guide to How to Win at Search, and how do you cluster nodes in a graph (if an edge’s weight denotes similarity)?
A few items this time:
Again, READ THE ACADEMIC CONDUCT GUIDELINES! Learn by collaborating! However, while we hate having to prosecute cheating cases, we do so when you ignore these guidelines. If in doubt, ask!
Here’s the Tue 1PM Quiz in its assignment version. (Centrality is new on the assignment.)
Here’s the Mon 3PM Quiz in its assignment version. (The “Even More Exhausted” questions are new on the assignment.)
We’re continuing our work with graphs today.
Here’s the Mon 9AM Quiz in its assignment version. (Naive correctness and the bonus reduction problem are new.)
Today we’ll start working with graphs. We’re going to play around with the concepts of “diameter” and “articulation point” just to get some experience with graphs. We’ll also spend some time with the DFS and BFS algorithms.