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probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ∆t and.
According to Markov, if P 1 t) represents the probability of zero occurrences in time t, the probability of zero occurrences in time (t + Δt) is given by the equation P_{ 1} left( {t + Delta {text{t}}} right); = ;left( { 1- beta {text{t}}} right), P_{ 1} left( {text{t}} right).
According to Markov, if P0 t) represents the probability of zero occurrences in time t, the probability of zero occurrences in time (t + ∆t) is given by the Eq. (1) P_{ 0} left( {t + Delta t} right), =, left( { 1- alpha t} right), P_{ 0} left( t right).
probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ( Delta t ) and. probability of one occurrence in time t multiplied by the probability of no occurrences in the interval ( Delta t ).
The Eq. (2) shows that the probability of one occurrence in time ( (t + Delta t) ) is composed of two parts: probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ( Delta t ) and probability of one occurrence in time t multiplied by the probability of no occurrences in the interval ( Delta t ).
The equation (ii) shows that the probability of one occurrence in time (t + Δt) is composed of two units: (i) probability of zero occurrences in time t multiplied by the probability of one occurrence in time interval ∆t and (ii) probability of one occurrence in time t multiplied by the probability of no occurrences in the interval ∆t. .
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com