Generalized Reaction Operator

Available identifiers

generalized version of the reaction operator

Defining Formula: $\begin{matrix} \tilde{ℛ} f (𝐧, 𝐦) : \equiv & k_{1} {f (𝒪_{1}^{-} 𝐧, 𝐦) - f (𝐧, 𝐦)} \\ + \frac{k_{2}}{γ} \sum_{j = 1}^{K_{A}} \sum_{i \in ℐ (j)} {(n_{j} + 1) f (𝒪_{j}^{+} 𝐧, 𝒪_{i}^{-} 𝐦) - n_{j} f (𝐧, 𝐦)} \\ + k_{3} \sum_{i = 1}^{K_{B}} {(m_{i} + 1) f (𝐧, 𝒪_{i}^{+} 𝐦) - m_{i} f (𝐧, 𝐦)} . \end{matrix}$
$𝒪_{i}^{+}$ symbol represents Operators Oi Plus
$𝒪_{i}^{-}$ symbol represents Operators Oi Minus
$p ((n), (m), t)$ symbol represents Joint Probability

Lua error in Module:Quantity at line 221: attempt to index local 'item' (a nil value).