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RG-invariant curves in the fermionic hierarchical model by a rational mapping in the coupling constant plane. We construct sections of stable invariant curves
Invariants of Homotopy Classes of Curves and Graphs on 2-SurfacesAlgebraic objects arising from the study of curves and graphs on 2-surfaces are studied
Dynamical phenomena in the hierarchical fermionic modelWe describe the global behaviour of stable invariant curves of renormalization group transformation
RG-invariant curves in the fermionic hierarchical model by a rational mapping in the coupling constant plane. We construct sections of stable invariant curves
Dynamical phenomena in the hierarchical fermionic modelWe describe the global behaviour of stable invariant curves of renormalization group transformation
About the identification of flat unclosed curvesIn this paper we investigate questions related to the process of identification of flat curves
Application of the Discrete Geometrical Invariants to the
Quantitative Monitoring of the Electrochemical Background of the quantitative parameters that
form the invariant DGI curves of the second and the fourth orders,
correspondingly
On Geodesic Curves on Quotient Manifold of Nondegenerate Affinor Fields, we construct an object of linear connection with respect to which all left-invariant vector fields
О построении максимальных гиперэллиптических кривых рода 3. One of the curves in the pair is chosen to have j-invariant equal to 0 or 1728. The j-invariant
On the invariance conditions of almost Hermitian structure classes under holomorphically-projective transformations g,J) having the same holomorphically projective curves as (g,J). par The authors consider the (1
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