Examples of 'law of large numbers' in a sentence
Meaning of "law of large numbers"
Law of large numbers: The law of large numbers is a principle in probability and statistics that states that as the number of trials or observations increases, the average outcome will tend to get closer to the expected value. It is often used to describe the fact that in a large sample size, the results will be more representative of the true population
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- The statistical tendency toward a fixed ratio in the results when an experiment is repeated a large number of times; law of averages.
How to use "law of large numbers" in a sentence
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law of large numbers
We all know the law of large numbers.
The law of large numbers is an amazing principle.
This was then formalized as a law of large numbers.
This is the law of large numbers at work.
This is a manifestation of the law of large numbers.
Examples of the law of large numbers at work surround us.
Complete convergence and the law of large numbers.
But the law of large numbers catches up to you.
Insurance works on the law of large numbers.
The law of large numbers is unavoidable.
An example is the law of large numbers.
The law of large numbers is in their favor here.
History of the law of large numbers.
The law of large numbers is powerful.
Lemaitre has played on the law of large numbers.
See also
The strong law of large numbers means that.
The second consideration is the law of large numbers.
See also law of large numbers.
Law of large numbers in action.
Define and describe the law of large numbers.
The law of large numbers.
This is the essence of the law of large numbers.
Strong law of large numbers.
The first is of course the law of large numbers.
We establish a law of large numbers and a central limit theorem.
This result is known as the weak law of large numbers.
Graphic law of large numbers.
A probabilistic proof uses the weak law of large numbers.
The law of large numbers is similar to the law of averages.
This is not just the law of large numbers.
The law of large numbers works in your favor here.
It all comes from the law of large numbers.
What the law of large numbers tells us is that it does not care.
A central aspect of this explanation is the law of large numbers.
This is because the law of large numbers ensures that.
Chebyshev used inequality to substantiate the law of large numbers.
Also the law of large numbers kind of applies to this concept.
I have been thinking about that law of large numbers stuff.
The law of large numbers shows the inherent relationship between relative frequency and probability.
Casinos seem to operate using the law of large numbers.
The law of large numbers dictates that every trader will experience a losing streak eventually.
This result is usually termed the law of large numbers.
The law of large numbers for Bernoulli distribution.
It is the notion of convergence used in the strong law of large numbers.
An example where the law of large numbers does not apply is the Cauchy distribution.
You have articulated what we call the law of large numbers.
The Law of Large Numbers explains the theory and mathematics behind this important concept.
So you might say that the law of large numbers tells this.
The theoretical and practical basis of the sampling method is the law of large numbers.
This is where the Law of Large Numbers kicks in.
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