Removed error.
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@ -132,14 +132,12 @@ Therefore we have for the Brewster angle the reflectivity equal to zero for p-po
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> 1. for all incident angles and $n_i < n_t$ the reflected light ray is phase shifted by $\pi$,
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> 1. for all incident angles and $n_i < n_t$ the reflected light ray is phase shifted by $\pi$,
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> 2. for incident angles $\theta_i > \theta_c$ and $n_i > n_t$ the reflected light ray is not phase shifted,
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> 2. for incident angles $\theta_i > \theta_c$ and $n_i > n_t$ the reflected light ray is not phase shifted,
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> 3. the transmitted light ray is not phase-shifted.
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> 3. the transmitted light ray is not phase shifted.
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??? note "*Proof*:"
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??? note "*Proof*:"
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Will be added later.
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Will be added later.
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<br>
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For incident angles $\theta_i < \theta_c$ and $n_i > n_t$ the phase shifts are complex.
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For incident angles $\theta_i < \theta_c$ and $n_i > n_t$ the phase shifts are complex.
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## Dispersion
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## Dispersion
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