Abstract

We constrain the spectrum of primordial curvature perturbations P(k) by using the new data on the cosmic microwave background from the Boomerang and MAXIMA experiments. Our study is based on slow-roll inflationary models, and we consider the possibility of a running spectral index. Specifically, we expand the power spectrum P(k) to second order in lnk, thus allowing the power spectrum to “bend” in k-space. We show that allowing the power spectrum to bend erases the ability of the present data to measure the tensor to scalar perturbation ratio. Moreover, if the primordial baryon density Ωbh2 is as low as found from big bang nucleosynthesis, the data favor a negative bending of the power spectrum, corresponding to a bump-like feature in the power spectrum around a scale of k=0.004 Mpc−1.

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