activity
19972013
most citedSolvability of the Hamiltonians related to exceptional root spaces: rational case

28 citations · 118 across the 9 of their papers we have counts for

collaborators

10 papers

hep-ph2013

Reaction-diffusion approach in soft diffraction

Rodion Kolevatov, Konstantin Boreskov

We apply the reaction-diffusion (stochastic) approach to the numerical calculation of the elastic amplitude in the Reggeon Field Theory (RFT) and its single diffractive cut. Fits t…

hep-ph2012★ 1 cited

All-loop calculations of total, elastic and single diffractive cross sections in RFT via the stochastic approach

Rodion S. Kolevatov, Konstantin G. Boreskov

We apply the stochastic approach to the calculation of the Reggeon Field Theory (RFT) elastic amplitude and its single diffractive cut. The results for the total, elastic and singl…

hep-ph2011★ 8 cited

All-loop calculation of the Reggeon field theory amplitudes via stochastic model

Rodion S. Kolevatov, Konstantin G. Boreskov, Larissa V. Bravina

The evolution equations for Green functions of the Reggeon Field Theory (RFT) are equivalent to those of the inclusive distributions for the reaction-diffusion system of classical…

hep-ph2008★ 11 cited

Anisotropic flows from initial state of a fast nucleus

K. G. Boreskov, A. B. Kaidalov, O. V. Kancheli

We analyze azimuthal anisotropy in heavy ion collisions related to the reaction plane in terms of standard reggeon approach and find that it is nonzero even when the final state in…

hep-ph2005★ 20 cited

The partonic interpretation of reggeon theory models

K. G. Boreskov, A. B. Kaidalov, V. A. Khoze +2

We review a physical content of the two simplest models of reggeon field theory: namely the eikonal and the Schwimmer models. The AGK cutting rules are used to obtain the inclusive…

hep-th2004★ 28 cited

Solvability of the Hamiltonians related to exceptional root spaces: rational case

Konstantin G. Boreskov, Alexander V. Turbiner, Juan C. Lopez Vieyra

Solvability of the rational quantum integrable systems related to exceptional root spaces is re-examined and for is established in the framework of a unified…