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But whenever the interval between two events is space-like, their time-order will be different in different equally legitimate systems of measurement; in this case, therefore, the time-order does not represent a physical fact.
The relationship between two events is P ( η 0 ) = 1 - P ( η 0 c ). (2).
If the temporal interval between two events is 0, then we say that the two events are simultaneous.
When authors use CACs, they signal to readers that the causal relationship between two events is not direct.
If the distance between two events is estimated as too long, the estimated average velocity can be much higher than the maximum allowed speed on that particular road.
The dynamics of many random systems are modeled by a Poisson process, where the average interval between two events is distributed following an exponential, well-characterized by its average.
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For discrete event systems, time window constraints between two events are often required to control their behavior.
As illustrated in Figure 2 (bottom bars), the sub-phases between two events were defined as follows: release from T0 to maxCOP, unloading (UL) from maxCOP to first toe off, right or left swing (R swing or LS, white areas) from one toe off to the next heel on and double support (DS, shaded areas) between heel on and toe off [20].
If these two probabilities are equal, the contingency between the two events is zero and there is no causal relationship between them.
In the desperation that ensues – Sylvia Gellburg doesn't appear to have anything physically wrong with her – the possibility of a causal connection between the two events is raised.
When attempting to predict the decrease in moment magnitude (the measure of the total amount of energy released during an earthquake) between the principal earthquake and the largest aftershock, seismologists often refer to Båth's Law, which notes that the average difference in size between the two events is 1.2 orders of magnitude.
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