MG14 - Talk detail |
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Participant |
Jaime, Luisa | |||||||
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Institution |
Institute for theoretical Physics. Univ. of Heidelberg - Philosophenweg 16 - Heidelberg - Baden-Wurtemberg - Germany | |||||||
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Session |
AT2 |
Accepted |
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Order |
Time |
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Talk |
Oral abstract |
Title |
Diagnostic of f(R) under the Om(z) function | |||||
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Abstract |
We perform the two−point diagnostic for the Om(z) function proposed by Sahni etal in 2014 for the Starobinsky and Hu & Sawicki models in f(R) gravity. We show that the observed values of the Omh2 function can be explained in f(R) models while in LCDM the Omh2 funticon is expected to be a redshift independent number. We perform the analysis for some particular values of Ω0m founding a cumulative probability (P(χ2≤χ2model)) P∼0.16 or ∼0.09 for the better cases versus a cumulative probability of P∼0.98 in the ΛCDM scenario. |
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Pdf file |
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|
Session |
AT2 |
Accepted |
|
Order |
Time |
|||
|
Talk |
Oral abstract |
Title |
Diagnostic of f(R) under the Om(z) function | |||||
| Coauthors | ||||||||
|
Abstract |
We perform the two−point diagnostic for the Om(z) function proposed by Sahni etal in 2014 for the Starobinsky and Hu & Sawicki models in f(R) gravity. We show that the observed values of the Omh2 function can be explained in f(R) models while in LCDM the Omh2 funticon is expected to be a redshift independent number. We perform the analysis for some particular values of Ω0m founding a cumulative probability (P(χ2≤χ2model)) P∼0.16 or ∼0.09 for the better cases versus a cumulative probability of P∼0.98 in the ΛCDM scenario. |
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Pdf file |
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