<p><i>AIC</i><sub><i>i</i></sub> is the Akaike Information Criterion value for candidate model <i>i</i>. For each variable, we considered three candidate models that included combinations of rainfall and population size. <i>∆</i><sub><i>i</i></sub> represent the difference in <i>AIC</i><sub><i>i</i></sub> with the minimum <i>AIC</i><sub><i>i</i></sub> noted for candidate models. Models have a high likelihood (<i>L</i><sub><i>i</i></sub>) and weight of evidence (<i>w</i><sub><i>i</i></sub>) when <i>∆</i><sub><i>i</i></sub>>2. We highlight in bold candidate models with greatest weight of evidence.</p><p>Explanatory capabilities of previous year rainfall and population size for variance in births and deaths as indicated by model selection proc...
<p>AIC calculated using -2(log) +2<i>k,</i> (where <i>k</i> is the number of free parameters in the ...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
Akaike Information Criterion (AIC) has been used widely as a statistical criterion to compare the ap...
The various debates around model selection paradigms are important, but in lieu of a consensus, ther...
<p>The response variable used was number of fledglings. Data set indicates whether the data refer to...
<p>Models selected by various statistical methods. Columns are individual response variables. All mo...
<p>K = number of parameters used.</p><p>Delta AICc = difference between lowest AICc model and model ...
<p>Shown are information criteria for fit of models including the fixed and random effects of (A) <i...
We compare properties of parameter estimators under Akaike information criterion (AIC) and 'consiste...
<p>Symbols: AIC = Akaike information criteria, AICc = The second order information criterion, small ...
none3The frequency analysis of hydrological extremes requires fitting a probability distribution to ...
<p>AICc refers to Akaike Information criterion corrected for small sample size, <b>∆</b>AICc to the ...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
<p>AIC calculated using -2(log) +2<i>k,</i> (where <i>k</i> is the number of free parameters in the ...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
Akaike Information Criterion (AIC) has been used widely as a statistical criterion to compare the ap...
The various debates around model selection paradigms are important, but in lieu of a consensus, ther...
<p>The response variable used was number of fledglings. Data set indicates whether the data refer to...
<p>Models selected by various statistical methods. Columns are individual response variables. All mo...
<p>K = number of parameters used.</p><p>Delta AICc = difference between lowest AICc model and model ...
<p>Shown are information criteria for fit of models including the fixed and random effects of (A) <i...
We compare properties of parameter estimators under Akaike information criterion (AIC) and 'consiste...
<p>Symbols: AIC = Akaike information criteria, AICc = The second order information criterion, small ...
none3The frequency analysis of hydrological extremes requires fitting a probability distribution to ...
<p>AICc refers to Akaike Information criterion corrected for small sample size, <b>∆</b>AICc to the ...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
<p>AIC calculated using -2(log) +2<i>k,</i> (where <i>k</i> is the number of free parameters in the ...
The frequency analysis of hydrological extremes requires fitting a probability distribution to the o...
Akaike Information Criterion (AIC) has been used widely as a statistical criterion to compare the ap...