Definition talk:Sufficiently Small

Regarding the ambiguity referred to in the "also known as" section, what should the convention be regarding using the phrase "sufficiently small" to refer to a negative $\epsilon < 0$ sufficiently small? My vote: use phrases along the lines of "$\epsilon$ for $|\epsilon|$ sufficiently small". This avoids the ambiguity but also feels less awkward than "sufficiently small in absolute value". The same convention could be used for $M \ll 0$ and "$|M|$ sufficiently large". GFauxPas (talk)