$C_t$ and $S_i$ are two decision variables.
(1) $C_t$=$C_{(t-1)}$+$D_i$ if t=$S_i$, $\forall${i,t}
(2) $C_t$=$C_{(t-1)}$, if $t\neq S_i$, $\forall${i,t}
How can I present the above two conditional equations as a linear constraint? Appreciated!
$C_t$ and $S_i$ are two decision variables.
(1) $C_t$=$C_{(t-1)}$+$D_i$ if t=$S_i$, $\forall${i,t}
(2) $C_t$=$C_{(t-1)}$, if $t\neq S_i$, $\forall${i,t}
How can I present the above two conditional equations as a linear constraint? Appreciated!
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