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Diversity is a ranking metric used in recommender systems to measure how varied the recommended items are within a given list.
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A diverse recommendation set ensures that users are exposed to different categories, genres, or types of content, rather than
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receiving highly similar items. This helps prevent redundancy and enhances user discovery. Diversity is often calculated using
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pairwise dissimilarity between recommended items.
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\begin{center}
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FORMULA GOES HERE
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\end{center}
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A higher Diversity score indicates that the recommended items are more distinct from one another, whereas a lower score
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suggests redundancy.
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\textbf{When to use Diversity?}
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Diversity is particularly important when you want to improve user engagement by introducing varied recommendations. Or when
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you want to avoid excessive similarity in recommendations.
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\coloredboxes{
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\item Encourages exploration. Users are exposed to a broader range of content, which can increase
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engagement and retention.
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\item Supports long-tail recommendations. Helps surface less popular items that may still be relevant,
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avoiding over-recommendation of mainstream content.
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}
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{
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\item Potential trade-off with relevance. Increasing diversity may sometimes lead to less relevant recommendations
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for the user.
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\item Hard to define optimal diversity. Too much diversity can lead to recommendations that feel random or disconnected.
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}
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% ---------- Novelty ----------
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\clearpage
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\thispagestyle{rankingstyle}
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\section{Novelty}
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\subsection{Novelty}
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Novelty is a ranking metric in recommender systems that measures how unfamiliar or unexpected the recommended items are to
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the user. A high Novelty score indicates that the system is suggesting items that the user has not encountered before,
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rather than repeating well-known or frequently recommended content. One way to measure Novelty is the following.
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\begin{center}
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\[
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Novelty(i) = 1 - \frac{count(\text{users who got recommended} \: i)}{count(\text{users who have not interacted with} \: i)}
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\]
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\end{center}
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In the literature we can find other ways to compute Novelty such as: $Novelty(i) = -log_2\left( \frac{count(\text{users who got recommended } \: i)}{count(\text{users who have not interacted with} \: i)} \right)$
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or $Novelty = \frac{1}{|S|} \sum_{i \in S} -log P(i)$ where $P(i)$ represents the popularity of item \( i \)
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A higher Novelty score means the recommendations contain less mainstream content, encouraging discovery of new items rather
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than reinforcing existing preferences.
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\textbf{When to use Novelty?}
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Novelty is especially useful in scenarios where exploration and discovery are important. Such as content, e-commerce and
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retail platforms where recommending new or niche products rather than just trending or best-selling ones can make a difference.
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\coloredboxes{
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\item Encourages exploration. Users are exposed to a broader range of content, which can increase
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engagement and retention.
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\item Supports discovery of niche content. Helps mitigate the popularity bias by promoting lesser-known items.
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}
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{
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\item Potential Trade-off with relevance. High novelty items might be less relevant if the user has no prior
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interest in them.
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\item Potentially overwhelming for users. If novelty is too high, recommendations may feel random or disconnected.
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}
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\clearpage
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% FOR SECOND PAGE
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\textbf{Novelty vs Diversity}
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Novelty focuses on how new or unexpected the recommendations are for the user whereas diversity focuses on how different the
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recommended items are from each other. Both metrics contribute to exploration but in different ways — novelty ensures
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fresh discoveries, while diversity prevents redundancy.
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% ---------- Serendipity ----------
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\clearpage
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\thispagestyle{rankingstyle}
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\section{Serendipity}
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\subsection{Serendipity}
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Serendipity is a ranking and recommendation system metric that measures the extent to which a recommendation is both
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relevant and surprising to a user. Unlike conventional accuracy-based metrics, which focus on predicting user preferences
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based on past behavior, serendipity evaluates how well a system introduces users to novel and unexpected items they would
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not have easily discovered themselves.
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\begin{center}
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% there are many formulas, we need to figure which one to show. potentially comment on the others.
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FORMULA GOES HERE
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\end{center}
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A high serendipity score means the system provides relevant and pleasantly surprising recommendations, while a low score
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indicates predictable suggestions.
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\textbf{When to use Serendipity?}
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Use serendipity when designing recommender systems that aim to provide diverse and engaging recommendations beyond what
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users already know. It is particularly useful in domains like music streaming and movie recommendations, where user
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satisfaction improves when they encounter unexpected but enjoyable suggestions.
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\coloredboxes{
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\item Encourages discovery: Helps users explore new items they wouldn't typically encounter.
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\item Improves long-term engagement. By avoiding repetitive recommendations, it keeps users engaged with the platform.
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}
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{
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\item Hard to quantify "unexpectedness".
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\item Trade-off with accuracy. Maximizing serendipity may reduce traditional accuracy metrics.
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}
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% ---------- Coverage ----------
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\clearpage
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\thispagestyle{rankingstyle}
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\section{Coverage}
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\subsection{Coverage}
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Coverage measures how well a recommender system utilizes the full range of available items. It reflects the proportion of
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the item catalog that is being recommended to users, ensuring that recommendations are not overly concentrated on a small
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subset of popular items.
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\begin{center}
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FORMULA GOES HERE
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\end{center}
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Higher coverage indicates a broader, more diverse recommendation set, while lower coverage suggests a system that primarily
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focuses on frequently chosen or trending items.
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\textbf{When to use Coverage?}
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Use coverage when evaluating how well a recommender system distributes recommendations across the entire catalog.
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It is particularly useful for platforms where content discovery is a priority. If a system recommends only a small fraction
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of the available items, users may miss out on relevant but less popular choices.
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\coloredboxes{
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\item Reduces popularity bias. Encourages recommendations beyond just the most popular or frequently interacted items.
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\item Enhances user discovery. Helps users explore content they may not have found otherwise.
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}
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{
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\item Can reduce recommendation accuracy. Expanding recommendations too broadly may lead to less relevant suggestions.
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