matrix transposition
- noun
- Specialized
- In linear algebra, matrix transposition is crucial for solving systems of equations efficiently.
Examples
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Also, Cholesky factorization is a Level 3 computation, while matrix transposition is a Level 2 computation.
Academic text (2000) -
The process of matrix transposition involves swapping the rows and columns of a matrix to create a new one.
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To perform matrix transposition, simply convert all rows into columns while maintaining their order.
Surface Forms
Morphology
The meaning is directly derivable from 'matrix' (a rectangular arrangement of numbers) combined with 'transposition' (altering the order/positions): a learner can infer that elements of the matrix are being rearranged (i.e. rows and columns swapped). This is a transparent, compositional technical noun phrase with similar constructions in many languages, so a B1 learner who knows the constituents will grasp the basic sense.
Etymology
The term matrix transposition creates a simple image: imagine a table of numbers and flip it so each row becomes a column and each column becomes a row. So, it means 'to make a new matrix by swapping its rows and columns'.