Lemmas yog siv los pab txhawb kev nthuav qhia koj cov khoom sivyog li koj tuaj yeem hu nws hauv cov ntawv pov thawj ntawm txhua qhov kev xav. corollaries nthuav tawm cov txiaj ntsig tseem ceeb thiab siv tib cov pov thawj ntawm cov theorems. Tseeb tiag nws siv tau! Koj tseem tuaj yeem siv cov lus qhia uas twb muaj lawm hauv koj tus kheej cov ntaub ntawv pov thawj, ua ib kauj ruam tshwj xeeb.
Koj puas xav tau lemmas?
Ib Lemma yog ib qho txiaj ntsig zoo uas yuav tsum tau thov rov hais dua los ua pov thawj qee qhov Theorem lossis lwm yamNco ntsoov tias qee zaum Lemmas tuaj yeem ua tau txiaj ntsig ntau dua li Theorems uas lawv tau sau thaum xub thawj. ua pov thawj. Qhov Kev Pom Zoo yog ib qho kev tshwm sim uas tsis tas yuav tsum tau hu ntau zaus raws li Lemma.
piv txwv li cas?
A lemma yog ib lo lus uas sawv ntawm lub taub hau ntawm lub ntsiab lus hauv phau ntawv txhais lus. Txhua lub taub hau lo lus hauv phau ntawv txhais lus yog lemmas. Technically, nws yog "lub hauv paus lo lus thiab nws inflections". … Hauv lus Askiv, piv txwv li, run, khiav thiab khiav yog cov ntaub ntawv ntawm tib lub lexeme, tab sis khiav yog tus lej.
Yuav ua li cas thiaj xav tau ntawv pov thawj?
Corollary - a tshwm sim uas cov pov thawj (feem ntau luv) tso siab rau ntau qhov theorem muab(peb feem ntau hais tias "qhov no yog kev sib koom ua ke ntawm Txoj Cai A"). Proposition - ib qho pov thawj thiab feem ntau nthuav qhov tshwm sim, tab sis feem ntau tsis tshua tseem ceeb tshaj qhov theorem. … Axiom/Postulate - ib nqe lus uas xav tias muaj tseeb yam tsis muaj pov thawj.
Tus yuam sij yog dab tsi?
Nyob rau hauv lej, tsis raws cai logic thiab argument mapping, ib tug lemma (plural lemmas los yog lemmata) yog a feem ntau me me, proven proposition uas yog siv los ua ib tug stepping pob zeb rau ib tug loj tshwm sim.. Vim li ntawd, nws tseem hu ua "helping theorem" lossis "auxiliary theorem ".
