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Is there any anova-like approach for calculating contingency tables across multiple levels within a factor

I want to compare success rates across a large number of different levels within a third factor to detect if there are statistically significant differences for at least one of...

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Cross Validated Asked by Brad Davis on 2 years ago

How to extend Plackett-Burman design to further explore the interactions?

My situation is as follows: I have built a 2-level Plackett-Burman design with 10 factors (some are actual 0/1-variables, the others are numeric and I used the minimum and the...

1

Cross Validated Asked by NoThanks93330 on 2 years ago

What is the difference between RMSE and SEP

I would like to understand the difference between Root Mean Squared Error and the Standard Prediction Error. The SEP formula is simillar to the RMSE, but with an aditional term...

1

Cross Validated Asked by Tiago Dias on 2 years ago

How to choose an optimizer for your Neural Network?

My question boils down to this : Which optimizer should I use to train my neural network. I understand this question depends on the problem. However, for instance it seems...

1

Cross Validated Asked by White on 2 years ago

Box-Cox data transformation to enable linear regression

I am performing multiple linear regression to predict a score (dependent variable) from multiple categorical variables. My dependent variable has skewed distribution with a large number of zero values but...

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Cross Validated Asked by CBGodbole on 2 years ago

Why isn't simulation showing that ridge regression better than linear model

I am learning about ridge regression. I was under the impression that ridge regression is valuable because it provides better out of sample predictive accuracy than standard linear models. For...

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Cross Validated Asked by andy_dorsey on 2 years ago

Does the t statistic have uses unrelated to hypothesis testing?

Are there non-hypothesis testing uses for Student's t statistic?...

2

Cross Validated Asked on 2 years ago

Show $mathbb{P}[X-m>alpha]leq frac{sigma^2}{sigma^2+alpha^2}$

I found this problem in an old statistics book: Suppose $X$ is a square integrable random variable with mean $m$ and variance $sigma^2$. For any ...

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Mathematics Asked on 2 years ago

If $f(AB)=f(A)f(B)$ then $f(A)=g(det(A))$

Let $mathbb{K}$ a field, $f: M_n(mathbb{K}) to mathbb{K}$ non constant sucht that: $f(AB)=f(A)f(B)$. Prove that there exist an endomorphism $g$ on the monoid $(mathbb{K}, cdot)$...

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Mathematics Asked on 2 years ago

Extend a measure to a Radon measure

A Radon measure $mu:mathcal{P}(mathbb{R}^n)to [0,infty]$ is an outer measure such thatEach Borel set $Einmathcal{B}(mathbb{R^n})$ is $mu$-measurable;For every $Fsubset mathbb{R}^n$, there exists $Ein mathcal{B}(mathbb{R^n})$ such that...

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Mathematics Asked by inbrevi on 2 years ago

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