Dictionary
matrices
noun
Plural of matrix
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"matrices" is a correctly spelled word that is commonly used in written English.
It is a plural noun and refers to multiple, related groups of elements or numbers arranged in a rectangular array that can be used to represent or model certain types of relationships. For example: Matrices are used to represent the different elements of a system and their relationships to each other.
Exact(60)
In 1913 he jettisoned the matrices from Hammersmith Bridge, rendering new type impossible.
Conversely, when they added CXCL5 to the collagen matrices, cancer cells moved in rapidly.
As a control, they did something similar using matrices of collagen (a protein abundant in bone) instead of ersatz marrow.
The inaugural issue includes topics ranging from image enhancement to condition numbers of matrices (don't ask).
Dr Moretti, Dr Kamm and their students used these chips to create matrices of blood vessels, bone cells and stem cells which they hoped resembled the living marrow of a bone.
(A matrix is a multi-dimensional array of numbers, such as that found in a sudoku puzzle).Dr Adams and his colleagues began by writing a computer program that would generate such matrices, a task that took them more than three years.
This involves "multiplying" a block of bits by an array of different bits known as a matrix, and then transmitting the resulting bits.The matrices used in LDPC coding are a type known as sparse matrices, in which almost all of the entries in the array are zero, rather than one.
Unknown to Walker, at the height of their dispute he had asked the Scottish foundry that guarded their font to send him all the remaining pieces of Doves type, as well as the punches and matrices that would be needed to cast more.
They also react with antibodies to collagen, the main structural protein in cartilage, suggesting that it is present, too.She has, she believes, found both blood cells and bone cells that are more or less intact, as well as other soft-tissue features such as fibrous collagen matrices.
Quantum operators rely on what are known as unitary transformations (the origin of the name is buried in the algebra of matrices).
They were given a sheet of paper with 20 matrices which each contained 12 numbers, two of which added up to ten (for example, 3.81 and 6.19).
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