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<p><big>Definition</big></p>
<p>The Perrin numbers are defined by the <a href="page.php?w=recurrence_relation">recurrence relation</a><br/>
:and the reverse<br/>
:</p>

<p>The first few terms in both directions are</p>

<p>Perrin numbers can be expressed as sums of the three initial terms<br/>
:</p>

<p>The first fourteen prime Perrin numbers are</p>

<p><big>History</big></p>
<p>In 1876 the sequence and its equation were initially mentioned by <a href="page.php?w=%C3%89douard_Lucas">Édouard Lucas</a>, who noted that the index n divides term  if n is prime. In</p><p>
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