Primordial trispectrum and orthogonal non-Gaussianities
Primordial trispectrum and orthogonal non-Gaussianities
Primordial trispectrum and orthogonal non-Gaussianities
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Conclusion• Data analysis of the <strong>trispectrum</strong> has received much lessattention than the bispectrum. Until recently, nocounterpart to <strong>orthogonal</strong> bispectrum.• We have shown that the simple ‘equilateral’ ansatz usedto represent trispectra from derivative operators is notenough: qualitatively new ‘<strong>orthogonal</strong>-type’ trispectra aregenerated in a substantial fraction of parameter space inthe simplest theoretical context. Current constraints aremostly blind to them. Need for dedicated data analysis.• See 1303.2618 for a discussion of the <strong>trispectrum</strong> in thecase of DBI-Galileon inflation, which can generate abispectrum of <strong>orthogonal</strong> shape.