5 citations · 7 across the 4 of their papers we have counts for
8 papers
Tangent prolongation of -differentiable loops
Ágota Figula, Péter T. Nagy
The aim of our paper is to generalize the tangent prolongation of Lie groups to non-associative multiplications and to examine how the weak associative and weak inverse properties…
Inverse property of non-associative abelian extensions
Ágota Figula, Péter T. Nagy
Our paper deals with the investigation of extensions of commutative groups by loops so that the quasigroups that result in the multiplication between cosets of the kernel subgroup…
Some numerical characteristics of Sylvester and Hadamard matrices
Ágota Figula, Vakhtang Kvaratskhelia
We introduce numerical characteristics of Sylvester and Hadamard matrices and give their estimates and some of their applications.
Three-dimensional loops as sections in a four-dimensional solvable Lie group
Ágota Figula
We classify all three-dimensional connected topological loops such that the group topologically generated by their left translations is the four-dimensional connected Lie group …
-dimensional loops on non-solvable reductive spaces
Ágota Figula
We treat the almost differentiable left A-loops as images of global differentiable sharply transitive sections for a Lie group such that is a reductive homo…
On the geometry of the domain of the solution of nonlinear Cauchy problem
Ágota Figula, M. Z. Menteshashvili
We consider the Cauchy problem for a second order quasi-linear partial differential equation with an admissible parabolic degeneration such that the given functions described the i…