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Featured researches published by S. Shichanin.


arXiv: High Energy Physics - Phenomenology | 2002

CompHEP-PYTHIA interface: Integrated package for the collision events generation based on exact matrix elements

Alexander Belyaev; Edouard Boos; A. Vologdin; M. Dubinin; V. Ilyin; A. Kryukov; A. Pukhov; A. N. Skachkova; V. Savrin; A. Sherstnev; S. Shichanin

CompHEP, as a partonic event generator, and PYTHIA, as a generator of final states of detectable objects, are interfaced. Thus, integrated tool is proposed for simulation of (almost) arbitrary collision processes at the level of detectable particles. Exact (multiparti-cle) matrix elements, convolution with structure functions, decays, partons hadronization and (optionally) parton shower evolution are basic stages of calculations. The PEVLIB library of event generators for LHC processes is described. In the widely used generators PYTHIA [1], ISAJET [2] and HERWIG [3] data bases of matrix elements of hard subprocesses are built in. It means that matrix elements are stored as formulas. Furthermore, the matrix element squared |M| 2 is represented by means of some function modelling the behaviour of the integrand to get effective Monte-Carlo integration and events generation. Thus, as one can see, mainly 2 → 2 subprocesses are included in these data bases. However, the generation of events with 3, 4 and more bodies in the final states of hard subprocesses is needed for the Tevatron, LHC and future linear collider physics. One can note, in particular, that for such states there is no possibility to construct simple analytical formulae to match singular behaviour of |M| 2. Multidimensional phase space (4 dimensions in the 3-body case plus 2 dimensions in case of hadron collisons for convilution with parton distributions, 7+2 dimensions in the 4-body case etc) with untrivial regions corresponding to the singularities of the martrix element leads to complicated symbolic structures. Thus, one needs a new approach to the generation of events at the partonic level. Partonic level final states with top quarks, Higgs bosons and intermediate vector bosons, like W tj, ttH, W bb, ttbb and tttt, give practical examples of multidimensional phase space 1CompHEP, as a partonic event generator, and PYTHIA, as a generator of final states of detectable objects, are interfaced. Thus, integrated tool is proposed for simulation of (almost) arbitrary collision processes at the level of detectable particles. Exact (multiparticle) matrix elements, convolution with structure functions, decays, partons hadronization and (optionally) parton shower evolution are basic stages of calculations. The PEVLIB library of event generators for LHC processes is described.


Physics Letters B | 1994

Single top quark production at LEP200

E. Boos; M. Sachwitz; H.J. Schreiber; S. Shichanin; A. Pukhov; V. Ilyin; T. Ishikawa; T. Kaneko; S. Kawabata; Y. Kurihara; Y. Shimizu; H. Tanaka

A complete tree-level calculation of the reaction e+e - ~ e+~,eTb (e-f, etb) in the electroweak standard theory in the LEP200 energy range is presented. For top quark masses in the range 130 to 190 GeV the cross sections are found to be in the order of 10 -5 to 10 -6 pb. Therefore, the number of single top quark events is expected to be negligible even with an integrated luminosity of E = 500 pb -~. It is further demonstrated that the Weizsiicker-Williams approximation approaches the accurate cross section calculations reasonably well.


Physics Letters B | 1990

On the conventional QED interpretation of the GSI e+e- narrow resonances

B.A. Arbuzov; E. Boos; V. Savrin; S. Shichanin

Abstract A possible mechanism for the GSI e + e - narrow resonances as being due to non-perturbative effects of conventional QED is proposed. An application of the quasi-potential approach discloses a set of new resonances in a system of two charged particles. Numerical calculations agree with data on e + e - and pp narrow resonances. Additional new resonances are predicted for e + e - , pp, e - e - systems.


European Physical Journal C | 1994

Complete tree-level calculation of the reaction

E. Boos; M. Sachwitz; H. J. Schreiber; S. Shichanin

AbstractA complete tree-level calculation of the reaction


European Physical Journal C | 1992

e^ + e^ - \to \mu ^ + \mu ^ - b\bar b

E. Boos; Ilya F. Ginzburg; Kirill Melnikov; T. Sack; S. Shichanin


European Physical Journal C | 1994

and the Higgs boson signal at LEP200 and NLC energies

E. Boos; M. Sachwitz; H. J. Schreiber; S. Shichanin

e^ + e^ - \to \mu ^ + \mu ^ - b\bar b


European Physical Journal C | 1995

Probing of the Higgs-fermion coupling atγγ-colliders

E. Boos; M. Sachwitz; H. J. Schreiber; S. Shichanin


Physics Letters B | 1992

The

B.A. Arbuzov; S. Shichanin; V. Savrin

in the electroweak standard theory for the energy range of LEP200 and the next linear collider is presented. The matrix elements have been calculated by employing the computer program CompHEP, the phase space integrals by the Monte Carlo integrator and event generator BASES/SPRING. The dependence of the 4-fermion cross section on energy and the Higgs boson mass is studied in detail. Interference contributions between the various diagrams are found not to alter significantly the production and decay properties of the Higgs boson. It is shown that already the counting rate of the reaction


Prepared for | 1997

b\bar b

Dmitri Bardin; H. Anlauf; V. Savrin; M. Schmitt; A. Olchevski; G. Montagna; F.C. Erné; G.J. van Oldenborgh; T. Kaneko; D. Lehner; F. Caravaglios; Arnd Leike; Z. Was; R. Pittau; Thorsten Ohl; Tomo Munehisa; Frits A. Berends; A. Pukhov; W. Placzek; Elena Accomando; T. Ishikawa; S. Kawabata; Giampiero Passarino; K. Kato; V. Edneral; D. Perret-Gallix; R. Miquel; S. Shichanin; M. Skrzypek; Torbjörn Sjöstrand


arXiv: High Energy Physics - Phenomenology | 1999

-pair production and the Higgs signal in the reaction

A. Pukhov; E. Boos; M. Dubinin; V. Edneral; V. Ilyin; D. Kovalenko; A. Kryukov; V. Savrin; S. Shichanin; A. Semenov

e^ + e^ - \to \mu ^ + \mu ^ - b\bar b

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M. Sachwitz

Moscow State University

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E. Boos

Moscow State University

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V. Savrin

Moscow State University

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A. Pukhov

Moscow State University

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V. Ilyin

Moscow State University

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M. Dubinin

Moscow State University

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V. Edneral

Moscow State University

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A. Kryukov

Moscow State University

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