Book/Author
·
Cálculo
com Funções de Várias Variáveis, Ed. McGraw-Hill de
Portugal Lda., 1996 (with Ana d’Azevedo Breda).
Books/Editor
·
Proceedings of the XII Fall
Workshop on Geometry and Physics, Coimbra,
J. Clemente-Gallardo and J. Teles).
·
The J. A. Pereira
da Silva Birthday Schrift,
Textos deMatemática, Série B, 32, DMUC 2002 (with H. Albuquerque, R. Caseiro and
F. J. Craveiro de Carvalho).
· Proceedings
Summer School on Differential Geometry, Coimbra, 3/7 September 1999, Coimbra
2000 (with A. M. d'Azevedo Breda, F. J. Craveiro de Carvalho and Bernd Wegner).
Guest
Editor
· Preface,
Reviews in Mathematical Physics 25,
10 (2013).
Special
Issue Quantum Integrable Systems and Geometry (proceedings of the Conference
held in Olhão, Portugal, September 3-7, 2012).
Nenad Manojlovic, Aleksandar Mikovic and Joana Nunes da Costa, Guest Editors.
· Preface,
J. Phys. A: Mathematical and Theoretical
41, 19 (2008).
Special
Issue on Recent Developments in Infinite Dimensional Algebras and their
Applications to Quantum Integrable System (Proceedings of Workshop IDAQUIS 2007, Faro, 23-27 July, 2007),
A. Fring, P. Kulish, N. Manojlovic, Z. Nagy, J. Nunes da Costa and H. Samtleben, Guest Editors.
· Symmetry,
Integrability and Geometry: Methods and Applications (SIGMA), 2007.
Proceedings
of the Workshop on Geometric Aspects of
Integrable Systems, Coimbra, July 17-19, 2006.
F. Calogero, J.-P.
Françoise, J. C. Marrero,
N. Manojlovic and J. Nunes
da Costa, Guest Editors.
Research Papers
· O-operators on Lie ∞-algebras with respect to Lie ∞-actions, Comm. in Algebra,
to appear (with Raquel Caseiro).
· Split
Courant algebroids as Lie-∞ structures, J. Geom. Phys. 155 (2020) 103790 (with
Paulo Antunes).
· Nijenhuis forms on Lie-infinity algebras associated to
Lie algebroids, Comm. in Algebra 46
(2018) 494-515 (with M. J. Azimi and C. Laurent-Gengoux).
· Hypersymplectic structures with torsion on Lie algebroids, J.
Geom. Phys. 104 (2016) 39-53 (with
Paulo Antunes).
· Hypersymplectic structures on Courant algebroids, J.
Geom. Mechanics 7 (2015) 255-280
(with Paulo Antunes).
· Nijenhuis forms on L_infinity
algebras and Poisson geometry, Diff. Geom.and its
Appl. 38 (2015) 69-113 (with M. J.
Azimi and C. Laurent-Gengoux).
· Induced hypersymplectic
and hyperkähler structures on the dual of a Lie algebroid, Int. J.
Geom. Methods Modern Phys. 11 (2014)
1460030, 9 pages (with Paulo Antunes).
· Hyperstructures on Lie algebroids, Reviews in Math.
Physics 25 (2013) 1343003, 19 pages (with
Paulo Antunes).
· From hypersymplectic structures to compatible pairs of tensors on Lie algebroids, Int. J. Geom. Methods Modern Phys. 10 (2013) 1360005, 9 pages (with Paulo Antunes).
· Nijenhuis and compatible tensors on Lie and Courant
algebroids, J. Geom. and Phys. 65 (2013) 66-79 (with Paulo Antunes).
· Hierarchies and compatibility on Courant
algebroids, Pacific J. Math. 261,
n.1, (2013) 1-32 (with P. Antunes and C. Laurent-Gengoux).
· Reduction and construction of Poisson quasi-Nijenhuis manifolds with background, Int. J.
Geom. Meth. Modern Phys., 7 (2010)
539-564 (with Flávio Cordeiro).
· On Jacobi quasi-Nijenhuis
algebroids and Courant-Jacobi algebroid morphisms, J. Geom. and Phys.
60 (2010) 951-961 (with Antonio De
Nicola and Raquel Caseiro).
· On Poisson quasi-Nijenhuis
Lie algebroids, arXiv0806.2467,
(with Raquel Caseiro and Antonio De Nicola).
· Characteristic foliation of twisted Jacobi
manifolds, Proceedings of the XV International Workshop on
Geometry and Physics (Puerto de la Cruz, 2006), Publ. R. Soc. Mat. Esp. vol 11,
324-329, 2007 (with Fani Petalidou).
· Jacobi-Nijenhuis
algebroids and their modular classes, J. Phys. A: Math. Theor. 40 (2007)
13311-13330 (with Raquel Caseiro).
· Quasi-coordinates from the point of view of Lie
algebroid structures, J. Phys. A: Math. Theor.
40 (2007) 10031-10048 (with J.F. Cariñena and P. Santos).
· On quasi-Jacobi and Jacobi-quasi bialgebroids, Lett.
Math. Physics 80 (2007) 155-169
(with Fani Petalidou).
· Reduction of Lagrangian
mechanics on Lie algebroids, J.
Geom. Phys. 57 (2007) 977-990 (with
J. F. Cariñena and Patrícia
Santos).
· Twisted Jacobi manifolds,
Proceedings of the XIV Fall Workshop on Geometry and Physics (Bilbao 2005)
Publ. R. Soc. Mat. Esp. vol 10, 279-284, 2006 (with Fani
Petalidou).
· Quasi-coordinates and Lagrangian
mechanics on Lie algebroids, Proceedings of the XIV Fall Workshop on Geometry
and Physics (Bilbao 2005) Publ. R. Soc. Mat. Esp. vol 10, 249-254, 2006 (with J.F. Cariñena and P. Santos).
· Twisted Jacobi manifolds, twisted Dirac-Jacobi
structures and quasi-Jacobi bialgebroids, J. Phys. A: Math.
Gen. 39 (2006) 10449-10475 (with F. Petalidou).
· Internal deformation of Lie algebroids and symplectic realizations, J. Phys. A: Math.
Gen. 39 (2006) 6897-6918 (with J.F. Cariñena and P. Santos).
· Integrable systems and recursion operators on symplectic and Jacobi manifolds, Encyclopedia of Mathematical Physics, eds J.-P. Françoise,
G. L. Naber and S. T. Tsou, Oxford: Elsevier, 2006,
vol III, p.87. (with R. Caseiro)
· Dirac structures for generalized Courant and
Courant algebroids, Trav. Math. 16
(2005) 265-272 (with Fani Petalidou).
· Reduction of Lie algebroid structures, Int.J.Geom.Methods Mod.Phys. 2, 5 (2005) 965-991 (with J.F. Cariñena and P. Santos).
· Reduction of Jacobi manifolds via Dirac
structures theory, Diff. Geom. and its Applic.
23 (2005) 282-304 (with Fani Petalidou).
· Jacobi manifolds, Dirac structures and Nijenhuis operators, preprint 04-30, DMUC,
2004 (with J. Clemente-Gallardo).
· The negative relativistic Toda hierarchy and
rational Poisson brackets, Qual. Theory Dyn.
Syst. 5, 1 (2004) 121-134 (with P. A. Damianou).
· Dirac-Nijenhuis
structures, J. Phys. A: Math. Gen. 37 (2004) 7267-7296 (with J. Clemente-Gallardo).
· Deformations of Dirac structures by Nijenhuis operators, Proceedings of the
XII Fall Workshop on Geometry and Physics (Coimbra, 2003) Publ. R. Soc. Mat.
Esp. vol 7, 205-210, 2004 (with J. Clemente-Gallardo).
· Dirac Structures for generalized Lie
bialgebroids, J. Phys. A: Math. Gen. 37 (2004) 2671-2692 (with J. Clemente-Gallardo).
· Local structure of Jacobi-Nijenhuis
manifolds, J. Geom. Phys. 45,
3-4 (2003) 323-367 (with Fani Petalidou).
· A characterization of strict Jacobi-Nijenhuis manifolds through the theory of Lie algebroids, Rep. on
Math. Phys. 50, 3 (2002) 339-347.
· Reduction of Jacobi-Nijenhuis
manifolds, J. Geom. Phys. 41,
3 (2002) 181-195 (with Fani Petalidou).
· JR-manifolds -- a way to combine Lie algebroids and
Jacobi structures, The J. A. Pereira da Silva Birthday Schrift, Textos de Matemática, Série B, 32, pp. 179-190, DMUC, 2002.
· Toda Systems and exponents of simple Lie groups, Bull.
Sci. Math. 125, 1 (2001) 49-69 (with P. Damianou).
· Two multiple hamiltonian
formulations for Toda systems associated with simple Lie groups,
Proceedings of the IX Fall Workshop on Geometry and Physics (Vilanova i la Geltrú,
Spain, 2000) Publ. R. Soc. Mat. Esp. 3, 251-256, R. Soc. Mat. Esp., Madrid,
2001 (with P. Damianou).
· Some remarks on the Poisson-Nijenhuis
and the Jacobi structures, Summer School on Differential Geometry,
(Coimbra, 1999) 109-
·
Compatible
Jacobi manifolds: geometry and reduction, J. Phys. A: Math. Gen. 31 (1998) 1025-1033.
·
Compatible Jacobi manifolds, Geometria, Física-Matemática e outros
Ensaios, volume de homenagem a António Ribeiro Gomes, A. S. Alves, F. J.
Craveiro de Carvalho e J. A. Pereira da Silva editores, pp. 189-202,
Departamento de Matemática, Universidade de Coimbra, 1998.
· Bi-Hamiltonian manifolds - an application to the
relativistic Toda lattice and a generalization to the Jacobi manifolds,
Proceedings of the 1st International Meeting on Geometry and Topology (Braga,
1997) 149-156, Public. C. Mat. Univ. Minho, Braga, 1998.
· Master symmetries and bi-Hamiltonian structures
for the relativistic Toda lattice, J. Phys. A: Math. Gen. 30 (1997) 7551-7556 (with C.-M. Marle).
· Reduction of Poisson complex manifolds, Port.
Math. 54, 4 (1997) 467-476.
· Reduction of higher Poisson-Nijenhuis
manifolds by the Flaschka transformation,
Proceedings of the 4th International Congress of Geometry
(Thessaloniki, 1996) 319-326, Academy of Athens, Aristotle Univ. Thessaloniki,
1997.
· Reduction of bihamiltonian
manifolds and recursion operators, Differential Geometry and Applications (Brno,
1995), 523-538, Masaryk Univ., Brno, 1996 (with C.-M. Marle).
·
Jacobi
actions of SO(2)xR2 and SU(
·
Considerações sobre Redução em Geometria
Simplética, in Estudos de Matemática - volume em
homenagem ao Professor Doutor Renato Pereira Coelho, 67-82, Departamento de
Matemática, Universidade de Coimbra, 1992.
·
Une généralisation,
pour les variétés de Jacobi, du théorème de réduction de Marsden-Weinstein, C. R. Acad. Sci.
Paris, Série I, 310, 6 (1990)
411-414.
·
Réduction des variétés de Jacobi,
C. R. Acad. Sci. Paris, Série I, 308, 4 (1989) 101-103.