matrix multiplication (Meaning)

Wordnet

matrix multiplication (n)

the multiplication of matrices

Synonyms & Antonyms of matrix multiplication

No Synonyms and anytonyms found

matrix multiplication Sentence Examples

  1. Matrix multiplication is a fundamental operation in linear algebra, used to combine two matrices to produce a third matrix.
  2. Matrix multiplication is defined as the process of combining the elements of two matrices in a specific manner.
  3. The result of matrix multiplication is a new matrix, the product matrix, which contains the combined elements of the input matrices.
  4. Matrix multiplication can be used to transform data, solve systems of linear equations, and perform matrix computations.
  5. The dimensions of the product matrix in matrix multiplication are determined by the dimensions of the input matrices.
  6. Matrix multiplication is non-commutative, meaning that changing the order of the matrices changes the result.
  7. Matrix multiplication can be represented by the mathematical notation AB, where A and B are the input matrices.
  8. The computational complexity of matrix multiplication is significant, especially for large matrices.
  9. Matrix multiplication is a core component of many scientific and engineering applications, such as image processing and numerical simulations.
  10. Matrix multiplication is a tool that allows for the efficient combination and manipulation of complex sets of data.

FAQs About the word matrix multiplication

the multiplication of matrices

No synonyms found.

No antonyms found.

Matrix multiplication is a fundamental operation in linear algebra, used to combine two matrices to produce a third matrix.

Matrix multiplication is defined as the process of combining the elements of two matrices in a specific manner.

The result of matrix multiplication is a new matrix, the product matrix, which contains the combined elements of the input matrices.

Matrix multiplication can be used to transform data, solve systems of linear equations, and perform matrix computations.