Приклади вживання Conditional probability Англійська мовою та їх переклад на Українською
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By definition of conditional probability.
Conditional probability and independent events.
For Sector game conditional probability rule is used.
Monty Hall problem: An unintuitive consequence of conditional probability.
In fact, all conditional probability questions can be solved by growing trees.
Bayes' theorem may be derived from the definition of conditional probability:.
By using the conditional probability formula and summing over all nuisance variables:.
If it doesn't,it might be a good idea to watch the conditional probability videos.
Conditional probability, independent events, total probability formula, Bayes formula.
We are given that B has occurred,and we want to calculate the conditional probability of A3.
We then ascertain the conditional probability distributions of each variable given its parents in G.
(in the terminology of Dürr et al.[18]this fact is called the fundamental conditional probability formula).
For Color and Suit games we apply conditional probability rule together with the rule of the sum of probabilities. .
But unconsciously,they're doing these quite complicated calculations that will give them a conditional probability measure.
Under the Bernoulli model, the conditional probability of presence of each term is estimated by the proportion of documents within each category that contain the term.
Now let's do a problem that involves almost everything we have learned so far about probability andcombinations and conditional probability.
When in doubt, it's always possible to answer conditional probability questions by Bayes' theorem.
Under the Multinomial model, the conditional probability of presence of each term is estimated by the frequency of the term within each category divided by the frequency of all terms within the category.
And notice now that the'A' cup has many'AA' pairs,which makes sense, since the conditional probability of an'A' after an'A' is higher in our original message.
This is essentially a conditional probability- the probability of"H" when the correct action is to accept, or P[H|A]. Similarly P[L|R] is the probability that an agent gets an"L" signal when the correct action is reject.
Quantities such as regression coefficients are statistical parameters in the above sense,because they index the family of conditional probability distributions that describe how the dependent variables are related to the independent variables.
Like all forms of regression analysis,linear regression focuses on the conditional probability distribution of y given X, rather than on the joint probability distribution of y and X, which is.
If X{\displaystyle X} is a random variable representing the observed data and H{\displaystyle H} is the statistical hypothesis under consideration, then the notion ofstatistical significance can be naively quantified by the conditional probability Pr( A| H){\displaystyle\Pr(A|H)}, which gives the likelihood of a certain observation event A if the hypothesis is assumed to be correct.
Intuitively, the marginal probability of X is computed by examining the conditional probability of X given a particular value of Y, and then averaging this conditional probability over the distribution of all values of Y.
This means that the probability that the patient will be found to be suffering fromX should be derived from the appropriate conditional probability that conditions on the patient not having any significant symptoms(the symptoms are mild enough for it to be compatible to having no complaints).
Conditional Probabilities, 516.
Decompose the joint distribution(break it into relevant independent or conditional probabilities).
The conditional probabilities p(y|x) describe the statistical property of the“noise”(interference) that distorts signals during the transmission process.
For any set of random variables, the probability of any member of ajoint distribution can be calculated from conditional probabilities using the chain rule(given a topological ordering of X) as follows:[16].
In practical terms, these complexity results suggested that while Bayesian networks were rich representations for AI and machine learning applications, their use in large real-world applications would need to be tempered by either topological structural constraints, such as naïve Bayes networks,or by restrictions on the conditional probabilities.