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Nearest-Neighbor Un-embedding
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Which of the following statements about nearest-neighbor un-embedding are true? (Select all that apply)

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A

Nearest-neighbor un-embedding can be used to improve classification accuracy by utilizing distance metrics.

B

The signed distances calculated in nearest-neighbor un-embedding represent the probability of class membership.

C

Nearest-neighbor un-embedding relies solely on Euclidean distance to determine the closest class vector.

D

It is essential to normalize the class vectors before applying nearest-neighbor un-embedding for accurate results.

E

Nearest-neighbor un-embedding is only applicable in binary classification scenarios.

Understanding the Answer

Let's break down why this is correct

The method uses distances to decide which class a point belongs to, so it can make predictions more accurate. Other options are incorrect because Signed distances tell how far a point is from a boundary, not how likely it is to belong to a class; While Euclidean distance is common, the method can use other metrics like Manhattan or cosine.

Key Concepts

Nearest-neighbor un-embedding
Distance metrics in classification
Multi-class classification
Topic

Nearest-Neighbor Un-embedding

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hard level question

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Definition
Definition

Nearest-neighbor un-embedding involves embedding classes as vectors and determining the closest vector to a given prediction. It focuses on calculating signed distances to decision boundaries for effective classification.

Topic Definition

Nearest-neighbor un-embedding involves embedding classes as vectors and determining the closest vector to a given prediction. It focuses on calculating signed distances to decision boundaries for effective classification.

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