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"matrix" nach Englisch mit Beispielen - Kollokationen-Wörterbuch Englisch

matrix Substantiv

Substantiv + matrix
Kolokacji: 39
identity matrix • covariance matrix • adjacency matrix • density matrix • polymer matrix • ...
matrix + Substantiv
Kolokacji: 37
matrix multiplication • matrix a • Matrix Revolution • matrix protein • matrix algebra • ...
matrix + Verb
Kolokacji: 6
matrix means • represented by a matrix • matrix contains • matrix consisting • matrix describes • ...
Adjektiv + matrix
Kolokacji: 34
extracellular matrix • square matrix • diagonal matrix • symmetric matrix • orthogonal matrix • ...
Präposition + matrix
Kolokacji: 7
for matrices • of the matrix • in a matrix • to the matrix • from the matrix • ...
häufige Kollokationen
Kolokacji: 4
Kollokationen gruppiert nach Bedeutungen
Grup znaczeniowych: 1
(1) for, of, in, to, from, ...
Kolokacji: 7
1. for matrices = dla matryc for matrices
  • This is known to be hard to compute for large matrices.
  • For such matrices, the half-vectorization is sometimes more useful than the vectorization.
  • Similar statements can be made for negative definite and semi-definite matrices.
  • The table at the right shows two possibilities for 2-by-2 matrices.
  • The result provides a simple framework to understand various canonical form results for square matrices over fields.
  • However, this is often impossible for larger matrices, in which case we must use a numerical method.
  • A definition for matrices over a ring K (such as integers) is also possible.
  • This theorem is a special case of the Jordan canonical form for matrices.
  • The cofactor equation listed above yields the following result for 2x2 matrices.
  • For general matrices, the operator norm is often difficult to calculate.
2. of the matrix = z matrycy of the matrix
of matrices, of matrix, of a matrix, of one's matrix
3. in a matrix = w matrycy in a matrix
in the matrix
4. to the matrix = do matrycy to the matrix
5. from the matrix = z matrycy from the matrix
6. into the matrix = do matrycy into the matrix
7. with a matrix = z matrycą with a matrix

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