Conditional probability and time series

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SUMMARY

The discussion centers on calculating the conditional probability of earthquakes occurring during periods of positive tidal stress, which has been quantified at 0.4 probability for positive stress and 0.6 for negative stress. The user seeks to determine the likelihood of an earthquake within one hour of maximum positive tidal stress. The conversation emphasizes the need for additional data regarding earthquake probabilities and their correlation with tidal stress to perform accurate calculations.

PREREQUISITES
  • Understanding of conditional probability concepts
  • Familiarity with time series analysis
  • Knowledge of tidal stress measurement techniques
  • Basic principles of seismic activity and earthquake probabilities
NEXT STEPS
  • Research the relationship between tidal stress and earthquake occurrence
  • Learn about statistical methods for analyzing time series data
  • Explore tools for calculating conditional probabilities in seismic studies
  • Investigate existing studies on tidal forces and their impact on seismic events
USEFUL FOR

Seismologists, geophysicists, researchers in earthquake prediction, and anyone interested in the statistical analysis of natural phenomena related to tidal forces.

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I really need some help here, will appreciate any effort. I calculated time series of tidal stresses. It turned out that the probability of having positive tidal stress is 0.4 and negative - 0.6 (I counted up number of hours when the stress was positive/negative and divided by the total number of hours). I want to find out how to calculate probability of the earthquake happening during 1h around the maximum (that is when the stress is positive)? Many thanks
 
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The information seems too meager. You need more information about earthquake probability and the connection (if any) between earthquake and tidal stress.
 

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