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Dive into the research topics where Konstantin Bobkov is active.

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Featured researches published by Konstantin Bobkov.


Journal of High Energy Physics | 2008

Non-thermal dark matter and the moduli problem in string frameworks

Bobby Samir Acharya; Konstantin Bobkov; Gordon L. Kane; Jing Shao; Scott Watson; Piyush Kumar

We address the cosmological moduli/gravitino problems and the issue of too little thermal but excessive non-thermal dark matter from the decays of moduli. The main examples we study are the G2-MSSM models arising from M theory compactifications, which allow for a precise calculation of moduli decay rates and widths. We find that the late decaying moduli satisfy both BBN constraints and avoid the gravitino problem. The non-thermal production of Wino LSPs, which is a prediction of G2-MSSM models, gives a relic density of about the right order of magnitude.


Physical Review D | 2007

Explaining the electroweak scale and stabilizing moduli in M theory

Bobby Samir Acharya; Konstantin Bobkov; Gordon L. Kane; Piyush Kumar; Jing Shao

In a recent paper [1] it was shown that in M theory vacua without fluxes, all moduli are stabilized by the effective potential and a stable hierarchy is generated, consistent with standard gauge unification. This paper explains the results of [1] in more detail and generalizes them, finding an essentially unique de Sitter (dS) vacuum under reasonable conditions. One of the main phenomenological consequences is a prediction which emerges from this entire class of vacua: namely gaugino masses are significantly suppressed relative to the gravitino mass. We also present evidence that, for those vacua in which the vacuum energy is small, the gravitino mass, which sets all the superpartner masses, is automatically in the TeV - 100 TeV range.


Physical Review D | 2008

The G(2)-MSSM: An M Theory motivated model of Particle Physics

Bobby Samir Acharya; Konstantin Bobkov; Gordon L. Kane; Jing Shao; Piyush Kumar

We continue our study of the low energy implications of


Physical Review Letters | 2006

M theory Solution to the Hierarchy Problem

Bobby Samir Acharya; Konstantin Bobkov; Gordon L. Kane; Piyush Kumar; Diana Vaman

M


ieee nuclear science symposium | 2003

Laser alignment system for helical pinhole SPECT

S. Metzler; K.L. Greer; Konstantin Bobkov; R.J. Jaszczak

theory vacua on


ieee nuclear science symposium | 2006

Helical-Path, Half-Cone-Beam Acquisition for SPECT Brain Imaging

R.J. Jaszczak; K.L. Greer; James E. Bowsher; S. Metzler; Ruben Ter-Antonyan; Konstantin Bobkov

{G}_{2}


Filtration & Separation | 2004

The effects of lead shielding of background organ activity in pinhole Single Photon Emission Computed Tomography (SPECT) breast tumor imaging

T. Lee; Kelly E. Braun; R.J. Jaszczak; James E. Bowsher; Konstantin Bobkov

-manifolds, undertaken in B. S. Acharya, K. Bobkov, G. L. Kane, P. Kumar, and J. Shao, Phys. Rev. D 76, 126010 (2007); B. Acharya, K. Bobkov, G. Kane, P. Kumar, and D. Vaman, Phys. Rev. Lett. 97, 191601 (2006), where it was shown that the moduli can be stabilized and a TeV scale generated, with the Planck scale as the only dimensionful input. A well-motivated phenomenological model, the


Filtration & Separation | 2004

Reduced incomplete-sampling artifacts in pinhole SPECT breast imaging using body-contour and lung-boundary constraints

James E. Bowsher; Tae Lee; Kelly E. Braun; Konstantin Bobkov; R.J. Jaszczak

{G}_{2}


Filtration & Separation | 2004

Statistical analysis of incomplete circular orbits for breast pinhole SPECT imaging

Konstantin Bobkov; James E. Bowsher; K.L. Greer; R.J. Jaszczak

-MSSM, can be naturally defined within the above framework. In this paper, we study some of the important phenomenological features of the


IEEE Transactions on Nuclear Science | 2006

Phantom assessment of new acquisition geometries for breast pinhole SPECT imaging

Konstantin Bobkov; James E. Bowsher; K.L. Greer; R.J. Jaszczak; Kelly E. Braun; Tae J. Lee

{G}_{2}

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Piyush Kumar

Lawrence Berkeley National Laboratory

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Jing Shao

University of Michigan

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Diana Vaman

University of Michigan

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