Assertion: matrix's vector | /r/HasProperty | arrow
Facets:
Source sentences:
text: In geometrical viewpoint, singularity is (multi)collinearity (or "complanarity"): variables displayed as vectors (arrows) in space lie in the space of dimentionality lesser than the number of variables - in a reduced space.
text: These files are simply vectors (either one row, or one column) that identify which actors are to fall into which partition.
text: To begin with, the vectors of an array we are referring to are the row vectors, i.e. each row of the array corresponds to a vector: To obtain the number of linearly independent vectors, we are going to triangulate the matrix, that is to say, we are going to make the elements below the main diagonal zeros.