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Term: Vector Decomposition

Definition:

Vector decomposition refers to the process of breaking down a vector into its individual components or parts.

Senses:

Sense 1:

Noun: The act of separating a vector into its constituent parts.

Example Sentence: For a given vector, vector decomposition allows us to determine its horizontal and vertical components.

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Sense 2:

Noun: The representation of a vector as the sum of two or more simpler vectors.

Example Sentence: In physics, vector decomposition is commonly used to analyze the motion of objects subjected to multiple forces.

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Sense 3:

Noun: The decomposition of a vector space into its subspaces.

Example Sentence: Linear algebra involves the study of vector decomposition to understand the properties of vector spaces.

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Sense 4:

Noun: The process of breaking down a vector-based image into its constituent parts for editing or manipulation.

Example Sentence: In graphic design, vector decomposition allows for precise editing and manipulation of individual elements in an image.

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