Dimensional renormalization in p-adic models of field theory procedure is defined as the inversion of the normalizing
transformation at the trivial stable
point Normal connections on three-dimensional manifolds with solvable transformation group group is solvable. The local classification of homogeneous spaces is equivalent to the description
On the algorithmic linearizability of nonlinear ordinary differential equations nonlinear differential equation can be reduced to a linear one by a
point transformation of the dependent
Normal connections on three-dimensional manifolds with solvable transformation group
with their curvature and torsion tensors, holonomy algebras. We consider only the case, when Lie
group is solvable
Invariant Schrödinger Operators with Point Interactions at the Vertices of a Regular PolyhedronInvariant Schrödinger Operators with
Point Interactions at the Vertices of a Regular Polyhedron
Constructing symmetries and finding a first integral of a system of partial differential-difference equations-difference equations to admit a
group of infinitesimal
point transformations. We use examples to illustrate how one can
Constructing an automorphic form from the orbit of a transformationWe consider the Fuchsian
groups of linear-fractional
transformations. We propose a new method
Points coordinate transformation according to satellite-derived data using site-calibrationIn article deals with the
transformation of coordinates of
points, koordinition using geodetic