<span class="searchmatch">affin</span> <span class="searchmatch">transformation</span> c affine <span class="searchmatch">transformation</span>...
<span class="searchmatch">affin</span> transzformáció on Hungarian Wikipedia <span class="searchmatch">affin</span> (“affine”) + transzformáció (“<span class="searchmatch">transformation</span>”) IPA(key): [ˈɒfːin ˌtrɒnsformaːt͡sijoː] <span class="searchmatch">affin</span> transzformáció...
See also: <span class="searchmatch">Äffin</span> and -<span class="searchmatch">affin</span> IPA(key): /a.fɛ̃/ Homophone: afin <span class="searchmatch">affin</span> (feminine affine, masculine plural <span class="searchmatch">affins</span>, feminine plural affines) affine (all senses)...
on: affine <span class="searchmatch">transformation</span> Wikipedia affine <span class="searchmatch">transformation</span> (plural affine <span class="searchmatch">transformations</span>) (geometry, linear algebra) A geometric <span class="searchmatch">transformation</span> that preserves...
transzformáció (plural transzformációk) <span class="searchmatch">transformation</span> Compound words Laplace-transzformáció Expressions <span class="searchmatch">affin</span> transzformáció lineáris transzformáció ^...
(plural affine groups) (mathematics) The group of all affine <span class="searchmatch">transformations</span> of a finite-dimensional vector space. the group of all affine <span class="searchmatch">transformations</span>...
{\displaystyle A} is a linear <span class="searchmatch">transformation</span> and b → {\displaystyle {\vec {b}}} is a constant), which, regarded as a <span class="searchmatch">transformation</span>, maps parallel lines to...
approach, affine geometry can be studied via the properties of affine <span class="searchmatch">transformations</span>, which do not, in general, preserve distances or angles, but do preserve...