What does hyperideal mean?
Hyperideal means (mathematics) An ideal of a semihypergroup..
Pronunciation varies by accent · noun
(mathematics) An ideal of a semihypergroup..
Moreover, there are only four hyperbolic honeycombs with material vertices and material cells (the cells are entirely inside of hyperbolic space), eleven with ideal vertices or cells (the cells touch the boundary of hyperbolic space in some way), and all others have either hyperideal vertices or hyperideal cells (the cells go outside of the boundary of hyperbolic space in some way).
“From the many' reports that have appeared on the subject it is evident that the '606, or 'Hyperideal,' or whatever other name it may bear by the time these words are published, does not keep well, the injection is painful, and the fever and other signs of a reaction compel vigilant oversight for a few days.
In one case of iritis a severe bilateral neuritis developed about three weeks after the injection of hyperideal.
The reason why the hyperideal is not sold while salvarsan is, as far as we know, has not been made public.
Thus I. and L. Camus report some apparent variations, and recently Hoke and Rihl state that “ hyperideal ” is twenty times more toxic than salvarsan, and that these differences in toxicity are especially pronounced in the acid solutions.
Taking the drug itself, first we had salvarsan, then salvarsan hyperideal, and although one might have thought a drug called hyperideal had reached the acme of its purpose, now we have neosalvarsan.
In this scene, the ten incarcerated children perform the hyperideal of US liberty from within a concentration camp established by the US government for its own citizens.
We hope also that the cultured Englishman in the same way knows our Schiller otherwise than through Carlyle's hyperideal pen-and-ink sketch without shadow and without colour ; and which omits trace of the most striking ideas of Schiller's great wrestle with Kant, and for which another mentor is needful than the Apocalyptic Carlyle.
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Hyperideal means (mathematics) An ideal of a semihypergroup..
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Moreover, there are only four hyperbolic honeycombs with material vertices and material cells (the cells are entirely inside of hyperbolic space), eleven with ideal vertices or cells (the cells touch the boundary of hyperbolic space in some way), and all others have either hyperideal vertices or hyperideal cells (the cells go outside of the boundary of hyperbolic space in some way).
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