Normally, the

conditional probability of errors is modeled by a two-sided geometric distribution centered at zero with only one parameter called exponential decay [lambda] [29].

Positive

conditional probability is a close second to the preferred analysis.

Meanwhile, the goal of the copula-based analysis of precipitation and SPEI is to obtain the

conditional probability distributions of meteorological drought given different precipitation conditions.

In the above definition, p([x.sub.i] | pa([x.sub.i])) expresses the

conditional probability of pa([x.sub.i]).

The value of m/N can be considered to be the

conditional probability of the dam overtopping (or, alternatively, the dam break) due to flooding.

1: Across all disability categories, students with disabilities had the highest

conditional probability of graduation 4 years after high school entry.

Since expert opinion nodes were input nodes, there was no need to enter CPT (

Conditional probability table) values.

The network has two components: (1) a DAG G = ([R.sub.n], [M.sub.r]) that represents the structural arrangement of a set of variables (nodes) [R.sub.n] = ([x.sub.1], ..., [x.sub.n]} and a corresponding set of dependence and independence assertions (arcs) [M.sub.r] between the variables; (2) a set of

conditional probability distributions P = {[p.sub.i], ..., [p.sub.n]} between the parent and the child nodes in the graph.

Knowing "a priori" probability of x and the

conditional probability P([y.sub.1]|x), is possible to calculate the probability of y1 by the total probability theorem, as shown in (3):

Out of the hundreds of people I've played this game with, only two switched their cards after calculating the

conditional probability. Both ended up working for me.

To measure any given candidate's electability, in statistical terms, we want to find the

conditional probability of the candidate winning the general election if they won the nomination [P(Win General Election | Win Nomination)].

This problem illustrates the calculation of

conditional probability, which arises in Year 10 of the Australian Curriculum.