عنوان Integrable Hamiltonian Systems on non-semisimple Lie algebra نوع پژوهش مقاله ارائه شده کلیدواژهها integrable Hamiltonian systems, maximal isotropic subspace, commutative ideal, Heisenberg algebra ηm چکیده The Mishchenko-Fomenko conjecture says that for each real or complex finitedimensional Lie algebra g there exists a complete set of commuting polynomial on its dual space g . In terms of the theory of integrable Hamiltonian systems this means that the dual space g endowed with the standard Lie-Poisson bracket admits polynomial integrable Hamiltonian systems. پژوهشگران قربانعلی حقیقت دوست بناب (نفر اول)، حسن امیر زاده (نفر دوم)