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docs/src/tutorials/reparametrization.md
@@ -68,7 +68,7 @@ reparam[:new_ode]
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In order to analyze this result, let us give more interpretable names to the new variables and parameters:
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-$I := I, \; \widetilde{E} := \alpha E, \widetilde{S} := \alpha, \; \widetilde{I} := \alpha (I + U), \; \gamma := \gamma,\;\delta := \delta,\;\widetilde{N} := \frac{\alpha N}{\beta}$
+$I := I, \; \widetilde{E} := \alpha E, \widetilde{S} := \alpha S, \; \widetilde{I} := \alpha (I + U), \; \gamma := \gamma,\;\delta := \delta,\;\widetilde{N} := \frac{\alpha N}{\beta}$
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Then the reparametrize system becomes
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