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Ivan, Solomon J and Chaturvedi, S and Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N and Simon, R (2011) Entanglement and nonclassicality for multimode radiation-field states. In: Physical Review A, 83 (3).
Chaturvedi, S and Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N and Simon, R (2007) Ray space 'Riccati' evolution and geometric phases for N-level quantum systems. In: Pramana- Journal of Physics, 69 (3). pp. 317-327.
Chaturvedi, S and Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N and Simon, R (2006) Wigner-Weyl correspondence in quantum mechanics for continuous and discrete systems-a Dirac-inspired view. In: Journal Of Physics A-Mathematical And General, 39 (6). pp. 1405-1423.
Chaturvedi, S and Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N and Simon, R (2005) Wigner distributions for finite dimensional quantum systems: An algebraic approach. In: Pramana: Journal of Physics, 65 (6). pp. 981-993.
Chaturvedi, S and Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N and Simon, R (2004) Geometric phase for mixed states: a differential geometric approach. In: Europian Physical Journal C, 35 (3). pp. 413-423.
Mukunda, N and Arvind, * and Ercolessi, E and Marmo, G and Morandi, G and Simon, R (2003) Bargmann invariants, null phase curves, and a theory of the geometric phase. In: Physical Review A (Atomic, Molecular, and Optical Physics), 67 (4). pp. 42114-1.
Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N (2001) Geometry of mixed states and degeneracy structure of geometric phases for multi-level quantum systems. A unitary group approach. In: International Journal of Modern Physics- A., 16 (31). 5007-5032.
Ercolessi, E and Marmo, G and Morandi, G and Mukunda, N (2001) Geometry of mixed states and degeneracy structure of geometric phases for multi-level quantum systems: a unitary group approach. In: International Journal of Modern Physics A, 16 (31). 5007 -5032.
Distasio, M and Ercolessi, E and Morandi, G and RIGHI R, R and Tagliacozzo, A and Zucchelli, GP (1994) Effective action and adiabatic expansions for the 1-D and 2-D hubbard models at half-filling. In: International journal of modern physics B, 8 (10). 1391 -1416 .