Mikhail Dolgopolov
Samara State University
57 Papers
94 Citations
Mikhail Dolgopolov is an academic researcher from Samara State University. The author has contributed to research in topics: Higgs boson & Minimal Supersymmetric Standard Model. The author has an hindex of 8, co-authored 49 publications. Previous affiliations of Mikhail Dolgopolov include Samara National Research University.
Chat about Author
Papers
•Posted Content
CP Studies and Non-Standard Higgs Physics
Sabine Kraml,E. Accomando,A. G. Akeroyd,E. N. Akhmetzyanova,J. Albert,A. Alves,Nicola Amapane,M. Aoki,Georges Azuelos,Stephanie Baffioni,A. Ballestrero,V. Barger,Alfred Bartl,Philip Bechtle,Geneviève Bélanger,A. Belhouari,Riccardo Bellan,Alexander Belyaev,P. Benes,K. Benslama,Werner Bernreuther,Marc Besancon,G. Bevilacqua,M. Beyer,Michal Bluj,Stefano Bolognesi,Maarten Boonekamp,Francesca Borzumati,Fawzi Boudjema,Arnd Brandenburg,T. Brauner,C. P. Buszello,Jonathan Butterworth,Marcela Carena,Donatella Cavalli,Gianluca Cerminara,S. Y. Choi,Barbara Clerbaux,Caroline Collard,J. A. Conley,A. Deandrea,S. De Curtis,Radovan Dermisek,A. De Roeck,G. Dewhirst,Marco Aurelio Diaz,J.L. Diaz-Cruz,Dennis D. Dietrich,Mikhail Dolgopolov,Daniele Dominici,Mikhail Dubinin,Ojp Eboli,John Ellis,Nick Evans,Livio Fanò,J. Ferland,S. Ferrag,S. P. Fitzgerald,H. Fraas,Fabian Franke,Simone Gennai,I.F. Ginzburg,Rohini M. Godbole,T. Gregoire,G. J. Grenier,Christophe Grojean,Sven Bjarke Gudnason,J.F. Gunion,Howard E. Haber,T. Hahn,Tao Han,V. Hankele,Chris Hays,Sven Heinemeyer,S. Hesselbach,J.L. Hewett,Keisho Hidaka,Martin S. Hirsch,Wolfgang Hollik,Dan Hooper,J. Hosek,Jay Hubisz,C. Hugonie,J. Kalinowski,Shinya Kanemura,V. Kashkan,Thomas Kernreiter,Wafaa Khater,V. A. Khoze,Wolfgang Kilian,Stephen F. King,O. Kittel,G. Klamke,J. L. Kneur,Christoforos Kouvaris,Maria Krawczyk,P. Krstonosic,Aristotelis Kyriakis,Paul Langacker,M. P. Le,Hye-Sung Lee,Jongmin Lee,M. C. Lemaire,Y. Liao,B. Lillie,Vladimir Litvin,Heather E. Logan,Bob McElrath,Tariq Mahmoud,Ezio Maina,Chiara Mariotti,P. Marquard,Alan D. Martin,Kajari Mazumdar,David J. Miller,Philippe Miné,Klaus Moenig,Gudrid Moortgat-Pick,Stefano Moretti,M. Muhlleitner,S. Munir,Roman Nevzorov,Harvey B Newman,P. Niezurawski,A. Nikitenko,R. Noriega-Papaqui,Y. Okada,Per Osland,Apostolos Pilaftsis,Werner Porod,H. Przysiezniak,Alexander Pukhov,D. Rainwater,Alexei Raspereza,J. Reuter,Sabine Riemann,S.D. Rindani,Tom Rizzo,Eduardo Ros,A. Rosado,David Rousseau,Debarati Roy,M.G. Ryskin,H. Rzehak,Francesco Sannino,E. E. Schmidt,Henrik Daa Schrøder,Markus Schumacher,A. Semenov,E. Senaha,Gabe Shaughnessy,Ritesh K. Singh,John Terning,Laurent Vacavant,Mayda Velasco,A. Villanova del Moral,F. von der Pahlen,Georg Weiglein,J. C. Williams,Karina Williams,Aleksander Filip Zarnecki,Dieter Zeppenfeld,Dirk Zerwas,P.M. Zerwas,A.R. Zerwekh,J. Ziethe +165 more
TL;DR: In this article, the authors discuss the most relevant theories which go beyond the Standard Model and its minimal, CP-conserving supersymmetric extension: two-Higgs-doublet models with CP violation, super-ymmetric models with an extra singlet, models with extra gauge groups or Higgs triplets, Little Higgs models, models in extra dimensions, and models with technicolour or other new strong dynamics.
180
Some aspects of the $m$-adic analysis and its applications to $m$-adic stochastic processes
Mikhail Dolgopolov,A. P. Zubarev +1 more
TL;DR: In this article, a generalization of analysis on $p$-adic numbers field to the case of $m$-ads ring is presented. But the basic statements, theorems and formulas of the $p€-adic analysis can be used for the $m€-ads without changing.
18
Betavoltaic device in por-SiC/Si C-Nuclear Energy Converter
Alina Akimchenko,V. I. Chepurnov,Mikhail Dolgopolov,A. V. Gurskaya,Oleg Kuznetsov,Alikhan Mashnin,Vitaliy Radenko,Alexander Radenko,Oleg Surnin,George Zanin +9 more
TL;DR: In this paper, the authors discussed how to create the power supply for MEMS/NEMS devices, based on porous SiC/Si structure, which are tested to be used as the beta-decay energy converters of radioactive C-14 into electrical energy.
Problems involving equations of hyperbolic type in the plane or three-dimensional space with conjugation conditions on a characteristic
TL;DR: For an equation of hyperbolic type in the plane or one of its third-order analogues in three-dimensional space, this paper solved boundary value problems in special classes introduced by the authors on domains containing two lines (planes) of singularity of the coefficients of these equations under conjugation conditions on a characteristic line (plane).
8