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20022026
most citedMatter Bounce Cosmology with the f(T) Gravity

462 citations · 3.9k across the 76 of their papers we have counts for

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Showing 2008Show all

6 papers · 1 filter

gr-qc2008★ 11 cited

Late Time Decay of the False Vacuum, Measurement, and Quantum Cosmology

Lawrence M. Krauss, James Dent, Glenn D. Starkman

The recent suggestion that late time quantum dynamics may be important for resolving cosmological issues associated with our observed universe requires a consideration of several s…

astro-ph2008★ 30 cited

On the dangers of using the growth equation on large scales in the Newtonian gauge

James B. Dent, Sourish Dutta

We examine the accuracy of the growth equation , which is ubiquitous in the cosmological literature, in the context of the Newtonian gauge. By comparin…

astro-ph2008★ 38 cited

A new perspective on the relation between dark energy perturbations and the late-time ISW effect

James B. Dent, Sourish Dutta, Thomas J. Weiler

The effect of quintessence perturbations on the ISW effect is studied for a mixed dynamical scalar field dark energy (DDE) and pressureless perfect fluid dark matter. A new and gen…

hep-ph2008★ 30 cited

Toward a Minimum Branching Fraction for Dark Matter Annihilation into Electromagnetic Final States

James B. Dent, Robert J. Scherrer, Thomas J. Weiler

Observational limits on the high-energy neutrino background have been used to place general constraints on dark matter that annihilates only into standard model particles. Dark mat…

hep-ph2008★ 73 cited

Electroweak Bremsstrahlung in Dark Matter Annihilation

Nicole F. Bell, James B. Dent, Thomas D. Jacques +1

A conservative upper bound on the total dark matter (DM) annihilation rate can be obtained by constraining the appearance rate of the annihilation products which are hardest to det…

hep-ph2008

Modified Pati-Salam Model from orbifolded AdS/CFT

James B. Dent, Pasquale L. Iafelice, Thomas W. Kephart

We consider models built on orbifold compactifications of the type superstring, where is the abelian group . An attractive three family $\mathca…