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<p>& Seppäläinen (2015) uses the term "tight rate function" instead of "good rate function" due to the connection with exponential tightness of a family of measures. Regardless of the nomenclature used for rate functions, examination of whether the upper bound inequality (U) is supposed to hold for closed or compact sets tells one whether the large deviation principle in use is strong or weak.</p>

<p><big>Properties</big></p>
<p><big>Uniqueness</big></p>
<p>A natural question to ask, given the somewhat abstract setting of the general framework above, is whether</p><p>
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