Publication detail
The equivalence of differential equations and symmetries - remark
TRYHUK, V.
Original Title
The equivalence of differential equations and symmetries - remark
Type
conference paper
Language
English
Original Abstract
By applying the moving frames to the Monge equation $y'=f(x,y,z_1,\ldots,z_m),$ with arrangement $z_i(x)=y_i(\xi_i(x)),L_i(x)=M_i(\xi_i(x)),$ we obtain a large hierarchy of classes of differential equations of the first order with deviations which admit the transformation $\bar y(\varphi(x))=L(x)y(x).$
Key words in English
differential equations, transformations, moving frames, the equivalence problem, symmetry
Authors
TRYHUK, V.
Released
1. 1. 2002
Publisher
ECON publishing, s.r.o.
Location
Brno
ISBN
80-86433-16-1
Book
1. mezinárodní matematický workshop
Pages from
1
Pages to
2
Pages count
2
BibTex
@inproceedings{BUT7734,
author="Václav {Tryhuk}",
title="The equivalence of differential equations and symmetries - remark",
booktitle="1. mezinárodní matematický workshop",
year="2002",
pages="1--2",
publisher="ECON publishing, s.r.o.",
address="Brno",
isbn="80-86433-16-1"
}