Add to ORKG6-7In this paper the transformation group of the Lobachevsky plane in the Beltrami-Klein model that extends the group of motions is considered. One property of this group analogous to the 3-transitivity is established
This paper is concerned with the group symmetries of the fourth Painleve equation P-IV, a second-ord...
This thesis contains two main chapters.In the first main chapter we consider free rotation of a body...
Analogs of Lagerr's transformations in ideal regions of a plane and three-dimensional space of Lobac...
© 2019, Allerton Press, Inc. In the Beltrami-Klein model of the Lobachevskii space, we obtain explic...
Timothy Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) shown that “the Klein-Belt...
Timothy Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) shown that “the Klein-Belt...
Tim Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) shown that “the Klein-Beltrami...
In this article, we propose a group model G of a real extension of the Lobachevsky plane H2 × R . Th...
Tim Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) have shown that “the Klein-Bel...
The Kleinewillinghöfer types of Laguerre planes reflect the transitivity properties of certain group...
International audienceWe introduce a compactification of the group of rigid motions in 3-space deriv...
We construct an analogue of Sierpinski gasket in Lobachevskii plane by means of iterated function sy...
The aim is to determine all the three-dimensional general spaces of the affine connection ways allow...
Highly transitive groups We say that a group action is 5-transitive, if for every two 5-tuples of di...
© 2017, Pleiades Publishing, Ltd. We construct an analogue of Sierpiński gasket in Lobachevskii plan...
This paper is concerned with the group symmetries of the fourth Painleve equation P-IV, a second-ord...
This thesis contains two main chapters.In the first main chapter we consider free rotation of a body...
Analogs of Lagerr's transformations in ideal regions of a plane and three-dimensional space of Lobac...
© 2019, Allerton Press, Inc. In the Beltrami-Klein model of the Lobachevskii space, we obtain explic...
Timothy Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) shown that “the Klein-Belt...
Timothy Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) shown that “the Klein-Belt...
Tim Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) shown that “the Klein-Beltrami...
In this article, we propose a group model G of a real extension of the Lobachevsky plane H2 × R . Th...
Tim Makarios (with Isabelle/HOL1) and John Harrison (with HOL-Light2) have shown that “the Klein-Bel...
The Kleinewillinghöfer types of Laguerre planes reflect the transitivity properties of certain group...
International audienceWe introduce a compactification of the group of rigid motions in 3-space deriv...
We construct an analogue of Sierpinski gasket in Lobachevskii plane by means of iterated function sy...
The aim is to determine all the three-dimensional general spaces of the affine connection ways allow...
Highly transitive groups We say that a group action is 5-transitive, if for every two 5-tuples of di...
© 2017, Pleiades Publishing, Ltd. We construct an analogue of Sierpiński gasket in Lobachevskii plan...
This paper is concerned with the group symmetries of the fourth Painleve equation P-IV, a second-ord...
This thesis contains two main chapters.In the first main chapter we consider free rotation of a body...
Analogs of Lagerr's transformations in ideal regions of a plane and three-dimensional space of Lobac...