activity
20072022
most citedOn the contact equivalence problem of second order ODEs which are quadratic with respect to the second order derivative

1 citations · 1 across the 3 of their papers we have counts for

collaborators

6 papers

math.AP2022

Symmetries of the Black-Scholes-Merton equation for European options

Landysh N. Bakirova, Marina A. Shurygina, Vadim V. Shurygin

The aim of the present paper is the clarification of the result of A. Paliathanasis, K. Krishnakumar, K.M. Tamizhmani and P.G.L. Leach on the symmetry Lie algebra of the Black-Scho…

math.DG2014

On the Equivalence Problem of Generalized Abel ODEs under the Action of the Linear Transformations Pseudogroup

Vadim V. Shurygin

In the present paper we establish the necessary and sufficient conditions for two generalized Abel differential equations to be locally equivalent under the action of the pseudogro…

math.DG2012

The action of contact transformations pseudogroup on the second order ODEs which are cubic in second derivative

Vadim V. Shurygin

In the present paper we consider the problem of local equivalence of second order ODEs which are cubic in second derivative under the action of the pseudogroup of contact transform…

math.DG2012★ 1 cited

On the contact equivalence problem of second order ODEs which are quadratic with respect to the second order derivative

Vadim V. Shurygin

In the present paper we establish the necessary and sufficient conditions for two ordinary differential equations of the form to be equivalent und…

math.DG2009

Lifts of Poisson structures to Weil bundles

Vadim V. Shurygin

In the present paper, we study complete and vertical lifts of tensor fields from a smooth manifold to its Weil bundle defined by a Frobenius Weil algebra . For a Poi…

math.DG2007

Product preserving bundle functors on multifibered and multifoliate manifolds

Vadim V. Shurygin

We show that the set of the equivalence classes of multifoliate structures is in one-to-one correspondence with the set of equivalence classes of finite complete projective systems…