lej. a lus pov thawj uas tshwm sim ua pov thawj hauv kev ua pov thawj lwm qhov kev thov. qhov tshwm sim tam sim lossis qhov xaus tau yooj yim.
piv txwv ntawm kev sib koom ua ke yog dab tsi?
Ib corollary txhais tau tias yog ib lub tswv yim tsim los ntawm ib yam dab tsi uas twb muaj pov thawj lawm. Yog hais tias a + b=c, ces ib qho piv txwv ntawm ib corollary yog uas c-b=a … Kev rog dhau yog ib qho piv txwv ntawm kev noj zaub mov tsis tu ncua.
kev sib hlub txhais li cas?
1: a proposition (saib proposition entry 1 sense 1c) inferred tam sim ntawd los ntawm ib tug pov thawj proposition nrog me me los yog tsis muaj pov thawj ntxiv. 2a: ib yam dab tsi uas ib txwm ua raws li: tshwm sim … kev hlub yog cua daj cua dub mob siab rau thiab kev khib nws ib txwm ua. -
Dab tsi yog theorem thiab corollary?
a theorem yog ib nqe lus tseem ceeb tshaj li qhov kev pom zoo uas hais txog qee yam tseem ceeb ntawm cov ntsiab lus, thiab feem ntau siv zog los ua pov thawj ntau dua li qhov kev pom zoo lossis qhov tsis zoo. Ib corollary yog qhov tshwm sim sai ntawm qhov kev xav lossis kev xav uas tau ua pov thawj tsis ntev los no.
Yuav ua li cas yog corollary nyob rau hauv daim duab peb sab?
Corollary: Ib qho kev sib hloov uas sib npaug mus rau ib sab hauv daim duab peb sab txhais ib daim duab peb sab me me tshiab uas zoo ib yam li daim duab peb sab qub. Pov thawj: Qhia tias cov ces kaum sib xws hauv ob daim duab peb sab yog congruent (sib npaug).
