The phrase "a matrix that maps" is correct and usable in written English.
It can be used in mathematical or computational contexts to describe a matrix that transforms or relates one set of values to another.
Example: "In linear algebra, a matrix that maps vectors from one space to another is essential for understanding transformations."
Alternatives: "a matrix that transforms" or "a matrix that relates".
As such, this week we've been experimenting with different types of SMS survey tools, and created a matrix that maps what each is capable of, which has been shared with UYC.
Set against this background, this paper proposes a guiding framework in the form of a matrix that maps out approaches observed in the management of municipal solid waste in cities of developing Asian countries as a function of the city dimension, share of organics on waste streams, and wealth generated by the city.
B is a matrix that maps such velocity contribution into the agent's state, such that (B =left [ begin {array}{c} Delta k I_{n} I_{n} end {array} right ]).
QFD uses the house of quality (HOQ), which is a matrix that provides a conceptual map for inter-functional planning and communication.
A DNA sequencer can then read the barcodes, and we can form a matrix that shows how a single neuron maps to every other.
Therefore, we propose global explicit formulas for the entries of those transformation matrices that map these normalized B-bases to the traditional (or ordinary) bases of the underlying vector spaces.
It finds a transformation matrix A that maps a set of points (x_{i} in R^{d}) (left( {i = 1, ldots,m} right)) into a set of points (y_{i} in R^{l}), (y_{i} = A^{T} x_{i}), such that (l ll d).
The pitch distribution at each time frame is then projected to the toroidal surface via a weight matrix that maps a distribution of pitches to a region of the torus.
By combining the PCA and ICA, one can decompose an n-by m matrix of participants-by-voxels into (1) a source matrix that maps independent components (ICs) to voxels (here referred to as "IC maps"), and (2) a mixing matrix that maps ICs to participants.
The set (X_{A}=X ( A ) = { zinomega : A ( z ) in X } ) is called the matrix domain of A in X. Finally (( X,Y ) ) denotes the class of all matrices A that map X into Y, that is for which (A_{n}in X^{beta}) for all n and (A ( x ) in Y) for all (xin X), or equivalently (Ain ( X,Y ) ) if and only if (Xsubset X_{A}).
For any two sequence spaces X and Y, we denote by ((X,Y)) the class of all infinite matrices A that map X into Y.
