vectorization
- noun
- /ˌvɛktəraɪˈzeɪʃən/
- Specialized
- In mathematical programming, vectorization helps streamline operations by stacking matrix columns into a vector.
Examples
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By applying vectorization, the data was transformed into a single column for further analysis.
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Understanding vectorization is essential for working with advanced mathematical models.
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The algorithm uses vectorization to simplify complex matrix calculations.
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The vectorization process is essential for data analysis.
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Can you explain the vectorization technique?
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The algorithm uses vectorization to convert the matrix into a single column for efficient computations.
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By utilizing vectorization, researchers transformed the data into a single column vector for better analysis.
Surface Forms
Morphology
Etymology
Vectorization comes from vector ('arrow' or 'a list of numbers') and the ending -ization ('the process of making'). Think of stacking the columns of a matrix into one long 'arrow' — that's why vectorization means turning a matrix into a single column.