[1] F. Cantrijn, M. Crampin, W. Sarlet and D. Saunders, The canonical
isomorphism between and C. R. Acad. Sci. Paris, t. 309, Série
II, (1989), 1509-1514.
[2] J. Gancarzewicz, W. Mikulski and Z. Pogoda, Lifts of some tensor
fields and connections to product preserving functors, Nagoya Math. J.
135 (1994).
[3] J. Grabowski and P. Urbanski, Tangent lifts of Poisson and related
structures, J. Phys. A: Math. Gen. 28 (1995), 6743-6777, Printed in
the UK.
[4] I. Kolar, P. Michor and J. Slovak, Natural Operations in
Differential Geometry, Springer-Verlag, 1993.
[5] I. Kolar, Functorial prolongations of Lie algebroids, Proceedings
Conf. Prague 2004, Charles University, Prague, (2005), 301-309.
[6] P. M. Kouotchop Wamba, A. Ntyam and J. Wouafo Kamga, Tangent Dirac
structures of higher order, Archivum Mathematicum (BRNO), Tomus 47
(2011), 17-22.
[7] P. M. Kouotchop Wamba, A. Ntyam and J. Wouafo Kamga, Some
properties of tangent Dirac structure of higher order, to appear.
[8] J. Kurek, Natural affinors in higher order cotangent bundle,
Archivum Mathematicum (BRNO), Tomus 28 (1992), 175-180.
[9] K. C. H. Mackenzie, General Theory of Lie Groupoids and Lie
Algebroids, London Mathematical Society; Lecture Note Series 213,
Cambridge University Press.
[10] A. Morimoto, Lifting of some type of tensors fields and
connections to tangent bundles of Nagoya Math. J. 40 (1970), 13-31.
[11] A. Ntyam and J. Wouafo Kamga, New versions of curvature and
torsion formulas for the complete lifting of a linear connection to
Weil bundles, Annales Polonici Mathematici 82.3 (2003).
[12] A. Ntyam and A. Mba, On natural vector bundle morphisms
over Annales Polonici Mathematici 96.3 (2009),
233-240.
[13] I. Vaisman, Lectures on the Geometry of Poisson Manifolds,
Birkhäuser, 1994 (Progress in Mathematics; vol. 118).
[14] I. Vaisman and G. Mitric, Poisson structures on tangent bundle,
arXiv: math/0108130v1 [math. DG] 20 Aug 2001.
[15] J. Wouafo Kamga, Global Prolongation of Geometric Objects to Some
Jet Spaces, International Centre for Theoretical Physics, Trieste,
Italy, 1997.
[16] J. Wouafo Kamga, On the Tangential Linearization of Hamiltonian
Systems, International Centre for Theoretical Physics, Trieste, Italy,
1997.