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Matrix
01
matrice
a rectangular array of numbers or symbols organized in rows and columns, commonly used in linear algebra for representing equations, transformations, and vector operations
Example
A 2x3 matrix represents a collection of numbers organized in two rows and three columns.
Multiplying a matrix by a vector is a common operation in linear algebra, used in applications like computer programming and physics.
Transposing a matrix involves swapping its rows and columns, creating a new matrix.
02
matrice, stampo
mold used in the production of phonograph records, type, or other relief surface
03
matrice
the formative tissue at the base of a nail
04
matrice, sostanza intercellulare
the body substance in which tissue cells are embedded
05
matrice, sistema
an enclosure within which something originates or develops (from the Latin for womb)
06
matrice, materiale di legante
(geology) the fine-grained material surrounding larger rock fragments or grains within a sedimentary rock
Example
The sandstone 's matrix provided clues about ancient river deposits.
The sandstone 's matrix held the grains together.
Matrix cementation affects the strength and durability of sedimentary rocks.
Esempio
A 2x3 matrix represents a collection of numbers organized in two rows and three columns.
Multiplying a matrix by a vector is a common operation in linear algebra, used in applications like computer programming and physics.
Transposing a matrix involves swapping its rows and columns, creating a new matrix.
Matrix addition and subtraction are performed element-wise, combining corresponding elements of two matrices.
Transposing a matrix involves swapping its rows and columns, creating a new matrix.
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