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$$ \frac\partial V\partial t + \mathcalLV = 0 $$ Where $\mathcalL$ is the infinitesimal generator of the uncontrolled diffusion. This equation holds when it is optimal not to trade.

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She should have bitten him. Should have snarled and slipped into the undergrowth and never looked back. $$ \frac\partial V\partial t + \mathcalLV = 0

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At each intervention time $\tau_i$, the investor rebalances the portfolio, incurring a cost $C(\zeta_i)$. This cost function typically includes a fixed component $\kappa$ and a proportional component $\lambda$: $$ C(\zeta) = \kappa + \lambda |\zeta| $$