Приклади вживання Matrices Англійська мовою та їх переклад на Українською
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Matrices of the system.
This method uses matrices.
Matrices and operation with them.
Raven Progressive Matrices Test- a.
These matrices have the form.
Raven's progressive matrices.
The rotation matrices are orthogonal matrices.
Raven's Colored Progressive Matrices.
New operations of matrices product for applications of radars, in Proc.
Raven's Standard Progressive Matrices.
So you should pass view and projection matrices of the camera to the vertex shader.
Bathtub with sockets for the dies of matrices.
The matrices are from Seoul(Korea), as the best ones, in our opinion, in the ratio of price-quality.
An Assistant dialog to simplify entering of matrices.
In rectangular matrices, the forming element has a three-support insert(see Fig. 4.8, d) with a through hole.
Detection of nanomaterials and microplastics in complex matrices.
Which works for all square matrices whose dimensions are powers of two, i.e., the shapes are 2n× 2n for some n.
These rotations form the special orthogonal group SO(m),the group of m×m orthogonal matrices with determinant 1.
All vectors are the same size and all matrices are square real matrices with the same number of rows as the vectors.
However, as lack of these monitors should be noted greater response time than the most popular andcommon models of TN matrices.
While all Hadamard codes are based on Hadamard matrices, the constructions differ in subtle ways for different scientific fields, authors, and uses.
The tests are based on high-quality enzymes, enabling precise and specific measurement of each compound,even in complex matrices.
According to its characteristics, it is not inferior to matrices S-PVA, which are used in professional monitors, but has a significantly lower cost.
The linear transformations between(possibly) infinite-dimensional vector spaces can bemodeled, analogously to the finite-dimensional case, with infinite matrices.
Transformations in this space are represented by 4× 4 matrices, which are not rotation matrices but which have a 3× 3 rotation matrix in the upper left corner.
Furthermore, graphene is incorporated into many nanocomposites and composite materials as reinforcing additive, e.g. in polymers,ceramics and metal matrices.
These tensors can be represented by 3×3 matrices, the vectors with 3x1 matrices, with matrix multiplication used on the right side of these equations.
Proteins are synthesized in cells by theso-called genetic code in special molecular matrices- complex molecules of DNA and RNA, and therefore differ in precise individuality.
It is possible- because all actions with matrices are reduced to the knowledge of methods for calculating the determinant and several formulas built- again, on the determinant.
Improper rotations correspond to orthogonal matrices with determinant -1, and they do not form a group because the product of two improper rotations is a proper rotation.