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<p>in vacuum, the angular frequency is proportional to the wavenumber:</p>

<p>This is a linear dispersion relation, in which case the waves are said to be <b>non-dispersive</b>. That is, the phase velocity and the group velocity are the same:</p>

<p>and thus both are equal to the <a href="page.php?w=speed_of_light">speed of light</a> in vacuum, which is frequency-independent.</p>

<p><big>De Broglie dispersion relations</big></p>
<p>For <a href="page.php?w=matter_wave">de Broglie matter waves</a> the frequency dispersion relation is non-linear:</p>

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