<span class="searchmatch">x</span>-<span class="searchmatch">sections</span> plural of <span class="searchmatch">x</span>-<span class="searchmatch">section</span>...
From <span class="searchmatch">x</span>- + <span class="searchmatch">section</span>. <span class="searchmatch">x</span>-<span class="searchmatch">section</span> (plural <span class="searchmatch">x</span>-<span class="searchmatch">sections</span>) Abbreviation of cross <span class="searchmatch">section</span>....
x-over x-plat xpost <span class="searchmatch">x</span>-<span class="searchmatch">section</span> xwalk xwind <span class="searchmatch">x</span>-word IPA(key): /ʃ/ <span class="searchmatch">x</span>- alternative form of il- Used after a vowel and before the letter <span class="searchmatch">x</span>. For details on usage...
INVARIANT <span class="searchmatch">section</span> (law): Coined by Free Software Foundation in free software copyright licenses. invariant <span class="searchmatch">section</span> (plural invariant <span class="searchmatch">sections</span>) (law) Something...
style guide for <span class="searchmatch">sections</span> English Wikipedia has an article on: <span class="searchmatch">section</span> Wikipedia From Middle English seccioun, from Old French <span class="searchmatch">section</span>, from Latin sectiō...
upande class XI (plural pande class <span class="searchmatch">X</span>) part, <span class="searchmatch">section</span> side kipande pande...
Given a <span class="searchmatch">section</span> s of an endomorphism bundle Hom(E, E) and a function f: <span class="searchmatch">X</span> → R, an eigenbundle is the result of taking the fiber over a point <span class="searchmatch">x</span> ∈ <span class="searchmatch">X</span> to be...
tomography tomographer tomographic <span class="searchmatch">x</span>-ray computed tomography tomogram tomosynthesis imaging by <span class="searchmatch">sections</span> or <span class="searchmatch">sectioning</span> The translations below need to be...
morphism f : <span class="searchmatch">X</span> → Y, its right inverse (if it has one) is a morphism s : Y → <span class="searchmatch">X</span> such that f ∘ s = id Y {\displaystyle f\circ s={\mbox{id}}_{Y}} . <span class="searchmatch">section</span> left inverse...
was divided into <span class="searchmatch">sections</span>, each <span class="searchmatch">section</span> representing a deity, and the markings in these zones were important. 1973 Collier's Encyc. <span class="searchmatch">x</span>. Hepatomancy...animal...