Examples of using Matrices in English and their translations into Hungarian
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Financial
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Programming
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Official/political
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Computer
These matrices.
X264 custom quantization matrices.
What matrices are you using?
User settable quantization matrices.
Orthogonal matrices and isometries.
Max. vertex blend matrices.
Matrices and masters for the production of records.
When are two matrices equal?
Pack size of 2,5.1 cm x 10.2 cm sealant matrices.
Two matrices are equal if and only if their elements are equal.
Raven's Progressive Matrices test.
Matrices can be thought of as a generalization of the number concept.
In practice however, one may encounter non-invertible matrices.
We have to take these matrices and look at their… ahem… determinants.
It was discovered by André-Louis Cholesky for real matrices.
Matrices with 1 as one of the dimensions, can be called vectors as well.
He developed a way of describing quantum mechanics using matrices.
That is, given matrices A and B and their product defined, then generally AB≠ BA.
We would like to use kernel methods,so we need pairwise similarity matrices.
We add two matrices of the same dimension by adding their corresponding elements.
Octave's built-in numeric objects include real, complex, and integer scalars and matrices.
The matrices of the two beds in the bedroom were brand new and very comfortable.
Invertible elements in this ring are called invertible matrices or non-singular matrices.
Matrices can also be inverted blockwise by using the following analytic inversion formula.
Metrohm offers a multitude of applications for many analytes, many matrices and many industries.
Idempotent matrices arise frequently in regression analysis and econometrics.
A similar processcarries the energy from photons across giant protein matrices during photosynthesis.
We can cut filigree matrices, stencils out of Plexiglass, paper or other material for painting.
In addition,ESMA publishes CRAs' historical performance data including transition matrices.
Matrices over an algebraically closed field A= P- 1 B P{\displaystyle A=P^{-1}BP} for some invertible matrix P Weyr canonical form(up to reordering of blocks).