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| Untersuchte Arbeit: Seite: 98, Zeilen: 1-5 |
Quelle: Daley VereJones 2003 Seite(n): 249, Zeilen: 25-27, 29-33, 38 |
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| [Similarly,] the conditional mark density refers to the distribution to be anticipated at the end of a time interval, not immediately after the next interval has begun.
Other form to write λ*(t,x) is through the H-intensity of the ground process and the conditional density of a mark at t given Ht−
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Similarly, the conditional mark density refers to the distribution to be anticipated at the end of a time interval, not immediately after the next interval has begun. [...]
It is often convenient to write λ*(t,κ) = λ*g(t) f*(κ∣t) , (7.3.3) where λ*g(t) is the H-intensity of the ground process [...], and f*(κ∣t) is the conditional density of a mark at t given Ht− [...]
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Eine Quellenangabe fehlt. Die Übernahme beginnt auf der Vorseite: Rh/Fragment 097 10 |
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