Put in trace in NB

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Aug 6th, 2022
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How to put in trace in NB

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hello everyone in this lecture we are going to discuss about an example for pda so we have to construct a pda for a to the power n b to the power 2 n such that n is greater than or equal to 1 by final state so the set of strings accepted by this languages a double b double a four bamp;#39;s etc so uh the concept is we can push number of years on to the stack then for the and here we need to match 1a for two bamp;#39;s right so for the first b um donamp;#39;t do any operation on the stack no change in stack should be performed for the second b we have to pop one a from the stack right so a a b b b means two aamp;#39;s are pushed on to the stack then for b no change in a no change in stack should be performed for the second b we have to pop one e then for the next b no change operation then for the last b next b we have to perform pop operation so now the input string is fully consumed so for the epsilon uh if the top of the stack is z naught then we can um find that the input string

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Negative binomial regression -Negative binomial regression can be used for over-dispersed count data, that is when the conditional variance exceeds the conditional mean.
In the binomial distribution, the number of trials is fixed, and we count the number of successes. Whereas, in the geometric and negative binomial distributions, the number of successes is fixed, and we count the number of trials needed to obtain the desired number of successes.
The main difference between the binomial distribution and the normal distribution is that binomial distribution is discrete, whereas the normal distribution is continuous. It means that the binomial distribution has a finite amount of events, whereas the normal distribution has an infinite number of events.
The negative binomial distribution, especially in its alternative parameterization described above, can be used as an alternative to the Poisson distribution. It is especially useful for discrete data over an unbounded positive range whose sample variance exceeds the sample mean.
To fit a negative binomial model with known overdispersion parameter (e.g. as part of a model comparison exercise, use glmer with the negative. binomial family from the MASS package, e.g. glmer(,family=MASS::negative. binomial(theta=1.75)) .

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