So generally for one more relation $R$ which isn't trichotomous, It truly is distinct that "$alpha$ is infinite with respect to $R$" will not be reminiscent of "$alpha$ is transfinite with regard to $R$". Now the distinction between "infinite" and "transfinite" will come out.Stack Exchange community is made up of 183 Q&A communities like Stack Over
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I forgot the point out that I would like to Convey the defition without having implementing Taylor sequence, because it takes advantage of calculus, which that I do not want to look at in the intervening time. $endgroup$(two) within an enriched number program that contains both equally infinite figures and infinitesimals, including the hyperreals,
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