Mykola Shpot

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Yurij HolovatchInstitute for Condensed Matter Physics, National Acad. Sci. of Ukraine, LvivVerified email at icmp.lviv.ua
BervillierUniversité de ToursVerified email at lmpt.univ-tours.fr
H. M. SrivastavaProfessor Emeritus, Department of Mathematics and Statistics, Universtity of Victoria, CanadaVerified email at math.uvic.ca
PARIJAT DEYAssistant Professor (Research): Willmore Fellow, Durham UniversityVerified email at durham.ac.uk
Sergei RutkevichVerified email at uni-due.de
Chin-Kun Hu 胡進錕Institute of Physics of Academia SinicaVerified email at phys.sinica.edu.tw
Zoryana UsatenkoProf. PK, Dr.hab. Cracow University of TechnologyVerified email at pk.edu.pl
Andrij ShvaikaInstitute for Condensed Matter Physics, National Academy of Sciences of UkraineVerified email at icmp.lviv.ua
Taras BrykInstitute for Condensed Matter Physics, National Acad. of Sci. of UkraineVerified email at icmp.lviv.ua
Giancarlo RuoccoCenter for Life NanoScience, Istituto Italiano di TecnologiaVerified email at roma1.infn.it
Tibor K. PogányÓbuda University, Budapest, Hungary and University of Rijeka, CroatiaVerified email at nik.uni-obuda.hu
M. P. ChaudharyProfessor of MathematicsVerified email at nsut.ac.in
Ihor YukhnovskiiInstitute for Condensed Matter Physics, National Academy of Sciences of UkraineVerified email at icmp.lviv.ua
Mykhailo KozlovskiiInstitute for condensed matter physicsVerified email at icmp.lviv.ua
Pavel PrudnikovCenter of New Chemical Technologies BIC, Boreskov Institute of Catalysis SB RASVerified email at ihcp.ru
Daniel DantchevProfessor of Mathematical Modeling, Bulgarian Academy of SciencesVerified email at imbm.bas.bg

Mykola Shpot

Institute for Condensed Matter Physics, National Academy of Sciences of Ukraine

Verified email at ph.icmp.lviv.ua - Homepage

Theoretial Physics Mathematics


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Massive field-theory approach to surface critical behavior in three-dimensional systems HW Diehl, M Shpot Nuclear Physics B 528 (3), 595-647, 1998	140	1998
Critical behavior at m-axial Lifshitz points: Field-theory analysis and ε-expansion results HW Diehl, M Shpot Physical Review B 62 (18), 12338, 2000	89	2000
Critical behavior of the mn-component field model in three dimensions II. Three-loop results NA Shpot Physics Letters A 142 (8-9), 474-478, 1989	69	1989
Two-loop renormalization-group analysis of critical behavior at m-axial Lifshitz points M Shpot, HW Diehl Nuclear Physics B 612 (3), 340-372, 2001	67	2001
Surface Critical Behavior in Fixed Dimensions : Nonanalyticity of Critical Surface Enhancement and Massive Field Theory Approach HW Diehl, M Shpot Physical review letters 73 (25), 3431, 1994	66	1994
Fluctuation-induced forces in periodic slabs: Breakdown of ϵ expansion at the bulk critical point and revised field theory HW Diehl, D Grüneberg, MA Shpot Europhysics Letters 75 (2), 241, 2006	50	2006
Critical exponents of random Ising-like systems in general dimensions Y Holovatch, M Shpot Journal of statistical physics 66, 867-883, 1992	45	1992
Universal amplitude combinations of the three-dimensional random Ising system C Bervillier, M Shpot Physical Review B 46 (2), 955, 1992	36	1992
Critical behavior of the mn-component field model in three dimensions NA Shpot Physics Letters A 133 (3), 125-127, 1988	36	1988
Operator expansions, layer susceptibility and two-point functions in BCFT P Dey, T Hansen, M Shpot Journal of High Energy Physics 2020 (12), 1-34, 2020	32	2020
Critical, crossover and correction-to-scaling exponents for isotropic Lifshitz points to order (8–d) 2 HW Diehl, M Shpot Journal of Physics A: Mathematical and General 35 (30), 6249, 2002	30	2002
Large-n expansion for m-axial Lifshitz points MA Shpot, YM Pis’mak, HW Diehl Journal of Physics: Condensed Matter 17 (20), S1947, 2005	28	2005
The Clausenian hypergeometric function with unit argument and negative integral parameter differences MA Shpot, HM Srivastava arXiv preprint arXiv:1411.2455, 2015	27	2015
A massive Feynman integral and some reduction relations for Appell functions MA Shpot Journal of Mathematical Physics 48 (12), 123512, 2007	27	2007
Fluctuation-induced forces in strongly anisotropic critical systems M Burgsmüller, HW Diehl, MA Shpot Journal of Statistical Mechanics: Theory and Experiment 2010 (11), P11020, 2010	24	2010
Equation of state and universal combinations of thermodynamic critical amplitudes in the Ising impurity model NA Shpot Sov. Phys. JETP 71 (5), 989-997, 1991	22	1991
Liftshitz-point critical behaviour to O (ϵ2) HW Diehl, M Shpot Journal of Physics A: Mathematical and General 34 (42), 9101, 2001	21	2001
Relevance of space anisotropy in the critical behavior of m-axial Lifshitz points HW Diehl, MA Shpot, RKP Zia Physical Review B 68 (22), 224415, 2003	18	2003
Boundary conformal field theory at the extraordinary transition: The layer susceptibility to O (ε) MA Shpot Journal of High Energy Physics 2021 (1), 1-28, 2021	16	2021
Surface critical behavior of random systems: Ordinary transition ZE Usatenko, MA Shpot, CK Hu Physical Review E 63 (5), 056102, 2001	15	2001

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