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corollary    音标拼音: [k'ɔrəl,ɛri]
n. 系,推论,必然的结果

系,推论,必然的结果

corollary
n 1: a practical consequence that follows naturally; "blind
jealousy is a frequent corollary of passionate love"
2: (logic) an inference that follows directly from the proof of
another proposition

Corollary \Cor"ol*la*ry\ (k?r"?l-l?-r?; 277), n.; pl.
{Corollaries} (-r?z). [L. corollarium gift, corollary, fr.
corolla. See {Corolla}.]
1. That which is given beyond what is actually due, as a
garland of flowers in addition to wages; surplus;
something added or superfluous. [Obs.]
[1913 Webster]

Now come, my Ariel; bring a corollary,
Rather than want a spirit. --Shak.
[1913 Webster]

2. Something which follows from the demonstration of a
proposition; an additional inference or deduction from a
demonstrated proposition; a consequence.
[1913 Webster] Corollate

75 Moby Thesaurus words for "corollary":
accession, accessory, accompaniment, addenda, addendum, additament,
addition, additive, additory, additum, adjunct, adjuvant,
aftereffect, annex, annexation, appanage, appendage, appendant,
appurtenance, appurtenant, attachment, attendant, augment,
augmentation, by-product, coda, complement, conclusion,
concomitant, consequence, consequent, continuation, deduction,
derivation, derivative, development, distillate, effect,
end product, event, eventuality, eventuation, extension,
extrapolation, fixture, fruit, harvest, illation, increase,
increment, induction, inference, issue, legacy, logical outcome,
offshoot, offspring, outcome, outgrowth, pendant, precipitate,
product, reinforcement, result, resultant, sequel, sequela,
sequence, sequent, side effect, side issue, supplement, tailpiece,
undergirding, upshot


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  • Whats the difference between theorem, lemma and corollary?
    Both lemma and corollary are (special kinds of) theorems The "usual" difference is that a lemma is a minor theorem usually towards proving a more significant theorem Whereas a corollary is an " easy " or " evident " consequence of another theorem (or lemma)
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  • Proof of corollary - Mathematics Stack Exchange
    Alternatively, do I have to give a detailed definition of every concept I want to use in the corollary? My thought is that a corollary and its theorem are understood to be closely related Therefore, most readers of the proof of the corollary would also have read the proof of the main theorem first, so for the reader this would not present a





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