In the framework of para-Kahlerian manifolds, we introduce paracomplex analogue of Euler-Lagrange and Hamiltonian equations. Furthermore, the geometric results on the related mechanic systems have been given. (c) 2005 Elsevier B.V. All rights reserved
We present the basic notions and results of the geometric theory of second order PDEs in the framew...
The paper aims to introduce some partial di¤erential equations on Twistorial generalized Kähler mani...
We consider some natural connections which arise between right-flat (p, q) paraconformal structures ...
In the framework of para-Kahlerian manifolds, we introduce paracomplex analogue of Euler-Lagrange an...
In this study, taking care of the framework of para-Kählerian manifolds it was introduced para-compl...
The paper aims to introduce Lagrangian and Hamiltonian formalism for mechanical systems using para/p...
This paper explores the generalization of some techniques introduced in the papers (see [12,13]). Cl...
In this paper, we introduce generalized-quaternionic Kahler analogue of Lagrangian and Hamiltonian m...
In this paper, we introduce generalized-quaternionic Kähler analogue of Lagrangian and Hamiltonian m...
We address the study of some curvature equations for distinguished submanifolds in para-Kähler geome...
After a concise introduction on (para-)quaternionic geometry, we report on some recent results conce...
AbstractA set of canonical paraHermitian connections on an almost paraHermitian manifold is defined....
AbstractIn the present paper we consider manifolds equipped with a paraconformal structure, understo...
In this Letter, it was present higher order vertical and complete lifts of Euler-Lagrange and Hamilt...
In this paper, firstly it is given the definitions and properties of paracomplex structures. Then us...
We present the basic notions and results of the geometric theory of second order PDEs in the framew...
The paper aims to introduce some partial di¤erential equations on Twistorial generalized Kähler mani...
We consider some natural connections which arise between right-flat (p, q) paraconformal structures ...
In the framework of para-Kahlerian manifolds, we introduce paracomplex analogue of Euler-Lagrange an...
In this study, taking care of the framework of para-Kählerian manifolds it was introduced para-compl...
The paper aims to introduce Lagrangian and Hamiltonian formalism for mechanical systems using para/p...
This paper explores the generalization of some techniques introduced in the papers (see [12,13]). Cl...
In this paper, we introduce generalized-quaternionic Kahler analogue of Lagrangian and Hamiltonian m...
In this paper, we introduce generalized-quaternionic Kähler analogue of Lagrangian and Hamiltonian m...
We address the study of some curvature equations for distinguished submanifolds in para-Kähler geome...
After a concise introduction on (para-)quaternionic geometry, we report on some recent results conce...
AbstractA set of canonical paraHermitian connections on an almost paraHermitian manifold is defined....
AbstractIn the present paper we consider manifolds equipped with a paraconformal structure, understo...
In this Letter, it was present higher order vertical and complete lifts of Euler-Lagrange and Hamilt...
In this paper, firstly it is given the definitions and properties of paracomplex structures. Then us...
We present the basic notions and results of the geometric theory of second order PDEs in the framew...
The paper aims to introduce some partial di¤erential equations on Twistorial generalized Kähler mani...
We consider some natural connections which arise between right-flat (p, q) paraconformal structures ...
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