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- W3100857036 abstract "With the Planck 2015 Cosmic Microwave Background (CMB) temperature and polarization data, we search for possible features in the primordial power spectrum (PPS). We revisit the Wiggly Whipped Inflation (WWI) framework and demonstrate how generation of some particular primordial features can improve the fit to Planck data. WWI potential allows the scalar field to transit from a steeper potential to a nearly flat potential through a discontinuity either in potential or in its derivatives. WWI offers the inflaton potential parametrizations that generate a wide variety of features in the primordial power spectra incorporating most of the localized and non-local inflationary features that are obtained upon reconstruction from temperature and polarization angular power spectrum. At the same time, in a single framework it allows us to have a background parameter estimation with a nearly free-form primordial spectrum. Using Planck 2015 data, we constrain the primordial features in the context of Wiggly Whipped Inflation and present the features that are supported both by temperature and polarization. WWI model provides more than $13$ improvement in $chi^2$ fit to the data with respect to the best fit power law model considering combined temperature and polarization data from Planck and B-mode polarization data from BICEP and Planck dust map. We use 2-4 extra parameters in the WWI model compared to the featureless strict slow roll inflaton potential. We find that the differences between the temperature and polarization data in constraining background cosmological parameters such as baryon density, cold dark matter density are reduced to a good extent if we use primordial power spectra from WWI. We also discuss the extent of bispectra obtained from the best potentials in arbitrary triangular configurations using the BI-spectra and Non-Gaussianity Operator (BINGO)." @default.
- W3100857036 created "2020-11-23" @default.
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- W3100857036 creator A5061011745 @default.
- W3100857036 creator A5071413114 @default.
- W3100857036 date "2016-09-05" @default.
- W3100857036 modified "2023-10-15" @default.
- W3100857036 title "Primordial features and Planck polarization" @default.
- W3100857036 cites W1554239480 @default.
- W3100857036 cites W1564863927 @default.
- W3100857036 cites W1681839921 @default.
- W3100857036 cites W1727556141 @default.
- W3100857036 cites W1742136395 @default.
- W3100857036 cites W1944901286 @default.
- W3100857036 cites W1964777539 @default.
- W3100857036 cites W1966915434 @default.
- W3100857036 cites W1967781380 @default.
- W3100857036 cites W1968113813 @default.
- W3100857036 cites W1968171760 @default.
- W3100857036 cites W1971230011 @default.
- W3100857036 cites W1972082393 @default.
- W3100857036 cites W1978364516 @default.
- W3100857036 cites W1978690409 @default.
- W3100857036 cites W1985838205 @default.
- W3100857036 cites W1990414536 @default.
- W3100857036 cites W1994089883 @default.
- W3100857036 cites W1997406936 @default.
- W3100857036 cites W2000849410 @default.
- W3100857036 cites W2001321888 @default.
- W3100857036 cites W2002718095 @default.
- W3100857036 cites W2004224441 @default.
- W3100857036 cites W2004810267 @default.
- W3100857036 cites W2013217287 @default.
- W3100857036 cites W2014659729 @default.
- W3100857036 cites W2016057472 @default.
- W3100857036 cites W2026029041 @default.
- W3100857036 cites W2028916062 @default.
- W3100857036 cites W2029616627 @default.
- W3100857036 cites W2035433892 @default.
- W3100857036 cites W2038032967 @default.
- W3100857036 cites W2038142459 @default.
- W3100857036 cites W2039490105 @default.
- W3100857036 cites W2045210744 @default.
- W3100857036 cites W2064469359 @default.
- W3100857036 cites W2075627352 @default.
- W3100857036 cites W2076847968 @default.
- W3100857036 cites W2084122877 @default.
- W3100857036 cites W2085475547 @default.
- W3100857036 cites W2091631731 @default.
- W3100857036 cites W2099354662 @default.
- W3100857036 cites W2109709080 @default.
- W3100857036 cites W2111420418 @default.
- W3100857036 cites W2118117006 @default.
- W3100857036 cites W2123070630 @default.
- W3100857036 cites W2132096881 @default.
- W3100857036 cites W2145274213 @default.
- W3100857036 cites W2147875900 @default.
- W3100857036 cites W2150091761 @default.
- W3100857036 cites W2153208487 @default.
- W3100857036 cites W2154609473 @default.
- W3100857036 cites W2154790783 @default.
- W3100857036 cites W2155678178 @default.
- W3100857036 cites W2160253850 @default.
- W3100857036 cites W2170187590 @default.
- W3100857036 cites W2175319656 @default.
- W3100857036 cites W2235558325 @default.
- W3100857036 cites W2328933828 @default.
- W3100857036 cites W2601144957 @default.
- W3100857036 cites W3098177681 @default.
- W3100857036 cites W3098410707 @default.
- W3100857036 cites W3098442410 @default.
- W3100857036 cites W3099871874 @default.
- W3100857036 cites W3100075698 @default.
- W3100857036 cites W3100514957 @default.
- W3100857036 cites W3101188756 @default.
- W3100857036 cites W3102047732 @default.
- W3100857036 cites W3102336512 @default.
- W3100857036 cites W3102710233 @default.
- W3100857036 cites W3102751429 @default.
- W3100857036 cites W3103012180 @default.
- W3100857036 cites W3104222411 @default.
- W3100857036 cites W3104224985 @default.
- W3100857036 cites W3105059617 @default.
- W3100857036 cites W3105149690 @default.
- W3100857036 cites W3106366422 @default.
- W3100857036 cites W3123142561 @default.
- W3100857036 cites W3124952097 @default.
- W3100857036 doi "https://doi.org/10.1088/1475-7516/2016/09/009" @default.
- W3100857036 hasPublicationYear "2016" @default.
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