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344.086, VL Learning from User-generated Data, Markus Schedl, 2026S

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You want to assess popularity (mis)calibration of a given recommender system using the popularity calibration metrics %Δ𝜉 ("Delta metrics") we discussed in the lecture.

The items in the interaction history Hu of user u have the following popularity estimates (e.g., total number of users who interacted with the item):

 i1i2i3i4i5
Hu151324

The items in the recommendation list Ru of user u have the following popularity estimates (using the same underlying popularity definition as for Hu):

 i1i2i3i4i5i6i7i8i9
Ru67394250124567

Please calculate the popularity (mis)calibration of the recommender system for user u in terms of the %Δ𝜉 measure using the median for 𝜉 and reporting the result as percentage (like in the examples provided in the lecture).

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You want to assess popularity (mis)calibration of a given recommender system using the popularity calibration metrics %Δ𝜉 ("Delta metrics") we discussed in the lecture.

The items in the interaction history Hu of user u have the following popularity estimates (e.g., total number of users who interacted with the item):

 i1i2i3i4i5
Hu151324

The items in the recommendation list Ru of user u have the following popularity estimates (using the same underlying popularity definition as for Hu):

 i1i2i3i4i5i6i7i8i9i10
Ru81012345679

Please calculate the popularity (mis)calibration of the recommender system for user u in terms of the %Δ𝜉 measure using the arithmetic mean for 𝜉 and reporting the result as percentage (like in the examples provided in the lecture).

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Assume you are a developer for a fancy travel platform and just implemented and deployed a new hotel recommender system. It is configured to recommend 5 hotels per user based on their travel style. 

Your catalog is composed of 500 hotels to which the recommender system has access.

For your first (and only) two users of the system, the lists of recommended items are given below.

 u1u2
i1Domus AnteaGianicolo Apartments
i2Relais Circo MassimoHotel Del Mare
i3Suite Palazzo BonaventuraRelais Circo Massimo
i4Guest House Les Nobles Hotel Artemis
i5Hotel ArtemisCasa Malupa

What is the item coverage of your recommender? Provide your numeric answer in [0,1].

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Assume you are a developer for a fancy travel platform and just implemented and deployed a new hotel recommender system. It is configured to recommend 5 hotels per user based on their travel style. 

Your catalog is composed of 500 hotels to which the recommender system has access.

For your first two users, the recommender creates the following ranked recommendation lists, which are displayed to each user. You record the hotels (items in the recommendation list) that each user clicks on to display further information and use this data as binary relevance score.

 rel(u1)rel(u2)
i100
i201
i301
i411
i501

What is the MRR of your recommender? Provide your answer as number in [0,1].

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Interpreting the binary relevance scores as gain, what is the mean CG@4 of your recommender, i.e. the mean-averaged CG@4 scores over the two users? Provide your answer as a single number.

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Assuming these two users are the only ones you have at the moment, what is the user coverage of your recommender? Provide your numeric answer in [0,1].

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Consider the following user-item-rating matrix containing explicit feedback signals on a 7-point Likert-scale [1,7]. Zeros indicate unknown ratings. 

 i1i2i3i4i5i6
u1700320
u2765403
u3000203
u4003000

You want to build a memory-based User-KNN collaborative filtering recommender using Pearson correlation coefficient for user-user similarity computation.

Compute user u2's rating bias.

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Consider the following user-item-rating matrix containing explicit feedback signals on a 7-point Likert-scale [1,7]. Zeros indicate unknown ratings. 

 i1i2i3i4i5i6
u1700320
u2765403
u3000203
u4003000

You want to build a memory-based User-KNN collaborative filtering recommender using Pearson correlation coefficient for user-user similarity computation.

Compute user u3's rating bias.

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Consider the following user-item-rating matrix containing explicit feedback signals on a 7-point Likert-scale [1,7]. Zeros indicate unknown ratings. 

 i1i2i3i4i5i6
u1700320
u2765403
u3000203
u4003000

You want to build a memory-based User-KNN collaborative filtering recommender using Pearson correlation coefficient for user-user similarity computation.

Compute user u1's rating bias.

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F-measure is defined as the geometric mean of precision and recall.

0%
100%
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