2014
DOI: 10.1007/s11785-014-0392-0
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The Weighted Super-Bergman Kernels of $$\mathbb {B}^{m|n}$$ B m | n and Integral Representations of the Invariant Inner Products on $$H^2_{\nu }(\mathbb {B}^m)$$ H ν 2 ( B m )

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Cited by 9 publications
(15 citation statements)
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“…[357,435]) or analytically by using the Hulthèn potential as an approximation for the true Yukawa potential [434,470,471,472]. This effect has important implications for indirect detection [357,435,442,471,473,474,475,476,477,478]. During freeze-out, the DM velocity is v rel ∼ 0.3 c, while at later timesin DM halos today and during the recombination epoch-the velocity is far smaller.…”
Section: Indirect Detectionmentioning
confidence: 99%
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“…[357,435]) or analytically by using the Hulthèn potential as an approximation for the true Yukawa potential [434,470,471,472]. This effect has important implications for indirect detection [357,435,442,471,473,474,475,476,477,478]. During freeze-out, the DM velocity is v rel ∼ 0.3 c, while at later timesin DM halos today and during the recombination epoch-the velocity is far smaller.…”
Section: Indirect Detectionmentioning
confidence: 99%
“…For instance, energy injection from DM annihilation may increase the ionization fraction during recombination, resulting in a distorted CMB spectrum [456,458,459,487,488,489,490,491]. Since the DM velocity is very low during the recombination epoch, v rel ∼ 10 −8 c, the predicted Sommerfeld effect is very large at this epoch [22,471].…”
Section: Indirect Detectionmentioning
confidence: 99%
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“…However, further analysis finds that the enhancement of cross section due to the Sommerfeld effect would also affect the thermal history of DM in the early Universe. The calculation of DM relic density with Sommerfeld enhancement depends on several issues, such as the temperature of kinematic decoupling [217][218][219] and the efficiency of self-interactions for persevering thermal velocity distribution [219]. Detailed calculation shows there is a tension between large enhancement factor and correct DM relic density [219,220].…”
Section: Sommerfeld Enhancementmentioning
confidence: 99%
“…The calculation of DM relic density with Sommerfeld enhancement depends on several issues, such as the temperature of kinematic decoupling [217][218][219] and the efficiency of self-interactions for persevering thermal velocity distribution [219]. Detailed calculation shows there is a tension between large enhancement factor and correct DM relic density [219,220]. In order to obtain correct DM relic density for m χ ∼1 TeV and m φ ∼ 1GeV, the maximal value of enhancement factor S for χχ → φφ → µ + µ − µ + µ − is only ∼ O(10 2 ) which is smaller than the required value O(10 3 ).…”
Section: Sommerfeld Enhancementmentioning
confidence: 99%