<span class="searchmatch">unit</span> <span class="searchmatch">matrices</span> plural of <span class="searchmatch">unit</span> matrix...
<span class="searchmatch">unit</span> matrix (plural <span class="searchmatch">unit</span> <span class="searchmatch">matrices</span> or <span class="searchmatch">unit</span> matrixes) (linear algebra) Synonym of identity matrix. identity matrix — see identity matrix...
article on: <span class="searchmatch">matrice</span> unité Wikipedia fr IPA(key): /ma.tʁis y.ni.te/ <span class="searchmatch">matrice</span> unité f (plural <span class="searchmatch">matrices</span> unités) (linear algebra) identity matrix, <span class="searchmatch">unit</span> matrix...
(plural identity <span class="searchmatch">matrices</span> or identity matrixes) (linear algebra) A diagonal matrix all of whose diagonal elements are equal to 1. <span class="searchmatch">unit</span> matrix diagonal...
<span class="searchmatch">matrices</span>) (mathematics) Any one of three complex <span class="searchmatch">matrices</span> that arise in Wolfgang Pauli's treatment of spin in quantum mechanics. The Pauli <span class="searchmatch">matrices</span> satisfy...
for some way to average the individual unitary <span class="searchmatch">matrices</span> Uk. But a linear combination of unitary <span class="searchmatch">matrices</span> does not remain unitary. 2008, Mikio Nakahara...
special <span class="searchmatch">unit</span> width founts the brass width of linecaster <span class="searchmatch">matrices</span> is measured in thousandths of an inch which is then converted into whatever <span class="searchmatch">unit</span> of measurement...
groups) (linear algebra, group theory) For given n, the group of n×n unitary <span class="searchmatch">matrices</span> with complex elements and determinant equal to one. 1992 [Prentice-Hall]...
rɪks/, /mɛʈ.rɪks/ Rhymes: -eɪtɹɪks, -ætɹɪks Rhymes: -ɪks matrix (plural <span class="searchmatch">matrices</span> or matrixes) The cavity or mold in which anything is formed. (now rare)...
3)-<span class="searchmatch">matrices</span> over a composition algebra A {\displaystyle {\mathfrak {A}}} , and X {\displaystyle X} corresponds to the cone of Hermitian <span class="searchmatch">matrices</span> of rank...