article on: <span class="searchmatch">Whitney</span> embedding <span class="searchmatch">theorem</span> Wikipedia Introduced by Hassler <span class="searchmatch">Whitney</span> (1907–1989), American mathematician. <span class="searchmatch">Whitney's</span> <span class="searchmatch">theorem</span> A <span class="searchmatch">theorem</span> stating that...
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3, in History of Western Philosophy: Unfortunately for Pythagoras, his <span class="searchmatch">theorem</span> led at once to the discovery of incommensurables, which appeared to disprove...
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Literate Programming in WEB, page 516: This program illustrates the <span class="searchmatch">Whitney</span>-Graustein <span class="searchmatch">theorem</span>, that two closed curves (immersions of the circle) in the plane...
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Gödel's first incompleteness <span class="searchmatch">theorem</span> showed that Principia could not be both consistent and complete. According to the <span class="searchmatch">theorem</span>, for every sufficiently powerful...