with this data https docs google com spreadsheets d 1l1KG9lICAOuBHCgBe962Etpfzup9oYHwgpBDhzjzdko edit gid Determine whether there is a location that users tend to migrate to when using this app or whether users in a certain neighborhood tend to use the app more Use a centroid based algorithm, such as k means clustering, on the data set and report whether there are neighborhoods of heavy app use, and if so, where these neighborhoods are located Use a density iterative algorithm, such as Gaussian mixtures, on the data set and report whether there are neighborhoods of heavy app use, and if so, where these neighborhoods are located Comment on any differences between the two methods What might the final report suggest for future app development Problem 1 A K means or similar algorithm was constructed Problem 1 Numerical computations are correct Problem 2 A Gaussian mixture or similar density algorithm was constructed Problem 2 Numerical computations are correct Problem 3 Differences were discussed in more than surface level detail and were mathematically correct

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with this data: https://docs.google.com/spreadsheets/d/1l1KG9lICAOuBHCgBe962Etpfzup9oYHwgpBDhzjzdko/edit#gid Determine whether there is a location that users tend to migrate to when using this app or whether users in a

with this data:

https://docs.google.com/spreadsheets/d/1l1KG9lICAOuBHCgBe962Etpfzup9oYHwgpBDhzjzdko/edit#gid

Determine whether there is a location that users tend to migrate to when using this app or whether users in a certain neighborhood tend to use the app more.

Use a centroid-based algorithm, such as k-means clustering, on the data set and report whether there are neighborhoods of heavy app use, and if so, where these neighborhoods are located.
Use a density iterative algorithm, such as Gaussian mixtures, on the data set and report whether there are neighborhoods of heavy app use, and if so, where these neighborhoods are located.
Comment on any differences between the two methods. What might the final report suggest for future app development?

Problem 1: A K-means or similar algorithm was constructed.

Problem 1: Numerical computations are correct.

Problem 2: A Gaussian mixture or similar density algorithm was constructed.

Problem 2: Numerical computations are correct.

Problem 3: Differences were discussed in more than surface-level detail and were mathematically correct.