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6.3: Las ecuaciones diferenciales de Kolmogorov
https://espanol.libretexts.org/Ingenieria/Procesos_Estocasticos_Discretos_(Galager)/06%3A_Procesos_de_Markov_con_espacios_estatales_contables/6.03%3A_Las_ecuaciones_diferenciales_de_Kolmogorov
\[ [P(t)] = \left[ \begin{array}{cc} \dfrac{\mu}{\lambda+\mu}+\dfrac{\lambda}{\lambda+\mu} e^{-(\lambda+\mu)t} & \dfrac{\lambda}{\lambda+\mu}-\dfrac{\lambda}{\lambda+\mu}e^{-(\lambda+\mu)t} \\ \dfrac{... $[P(t)] = \left[ \begin{array}{cc} \dfrac{\mu}{\lambda+\mu}+\dfrac{\lambda}{\lambda+\mu} e^{-(\lambda+\mu)t} & \dfrac{\lambda}{\lambda+\mu}-\dfrac{\lambda}{\lambda+\mu}e^{-(\lambda+\mu)t} \\ \dfrac{\mu}{\lambda+\mu} +\dfrac{\lambda}{\lambda+\mu}e^{-(\lambda+\mu)t} & \dfrac{\lambda}{\lambda+\mu}-\dfrac{\lambda}{\lambda+\mu}e^{-(\lambda+\mu)t} \end{array} \right] \qquad [Q] = \left[ \begin{array}{cc} -\lambda & \lambda \\ \\ \mu & -\mu \end{array} \right] \nonumber$

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