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Questions tagged [bic]

BIC is an acronym for Bayesian Information Criterion. BIC is one method of model comparison. See also AIC

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I am extracting spectra in $m$ wavelength bins. To clarify my setup: I split a time-series spectrum (from a telescope observation of a transiting planet) into m wavelength bins and fit a light curve ...
matte_fin's user avatar
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1 answer
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Learning about EM algorithms and finite mixture models and I've run into a particularly unintuitive problem. I'm trying to fit a finite mixture regression model on simulated data, where the true ...
dancing_monkeys's user avatar
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In the 5th edition of the book, they define AIC, AICc and BIC as: $\mathrm{AIC}=\log \hat{\sigma}_k^2+\frac{n+2 k}{n}$ $\mathrm{AICc}=\log \hat{\sigma}_k^2+\frac{n+k}{n-k-2}$ $\mathrm{BIC}=\log \hat{\...
Guy Hommes's user avatar
1 vote
1 answer
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I am using lumley's survey package in R to estimate logit models and I want to compare BIC statistics of several nested models. Given that they are not estimated with maximum likelihood, I am having ...
FtmX's user avatar
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I want to obtain a small optimal value of $k$ (with $k ≤ 5$) for k-means clustering on a dataset of size $5000$. I have used the BIC and the Gap statistic to determine the optimal number of clusters, ...
Aria's user avatar
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I want to fit a mixture of Gaussian to simulated data. Then, I need to calculate the Bayesian information criteria for each mixture component. My point is that, after the model convergence, I ...
Dr. Statistics's user avatar
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I'm trying to show that in an equation of the form var1 ~ var2 + var3 + ... + varX, var2 has a has a statistically significant effect. However, there are many ways of defining var1, var3... varX (var ...
Guillaume's user avatar
4 votes
1 answer
214 views

The BIC is given by $$BIC = k\ln(n)-2\ln(\hat{L}).$$ Let's say I have a Gaussian model to which I'm fitting a dataset-- pretty typical stuff. The log-likelihood for the Gaussian model is given by $$\...
ll2199's user avatar
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3 votes
2 answers
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I would like to know if it is possible to compute a BIC for a multivariate regression (One predictor X and 3 responses outcomes Y). If yes, how? In R, when I run: ...
KB02's user avatar
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I am trying to determine if I can use the AIC/BIC criteria for model selection in the case of a multivariate probit model. I have two models with different specifications: e.g. Model-1: mvprobit ( $...
Jay Shah's user avatar
1 vote
1 answer
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I have a model for a network, and I wanted to analyze the extended BIC curve for a graphical lasso model as according to Foygel and Drton 2010. The paper gives a list of assumptions for the data/model ...
Robertmg's user avatar
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I am trying to see the impact of Brexit on UK imports. My dependent variable are EU exports to the rest of world. I have monthly data from 2013 to 2023, also data is in billions of GBP. When I do ...
rea123's user avatar
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9 votes
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Recently, I came across the Healthy Akaike Information Criterion (hAIC), introduced by Demidenko in his 2004 book "Mixed Models: Theory and Applications with R." Despite its (potential) ...
Robert Long's user avatar
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2 votes
1 answer
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I want to do model selection based on the best-fit/MAP/marginal posterior I find from an MCMC and likelihood maximization. I have a likelihood $\mathcal{L}(X|\theta)$, some informative priors $\pi(\...
ojima's user avatar
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1 vote
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127 views

I’m trying to fit a general linear model where the dependant variable is a probability. It is zero-inflated and continuous, then following the advice here blog of Ben Bolker, I separated my data pool ...
Auvray alexandre's user avatar

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