三村 文武

A relaxation of the homogeneities imposed on the relating functions in the extremal problem for the derivation of conserved quantities(jointly worked) 

第１１６回日本数学会九州支部例会 2007年  

A relaxation of the homogeneities imposed on the relating functions in the extremal problem for the derivation of conserved quantities (jointly worked) 

Scientiae Mathematicae Japonicae (e-journal) 173-181 2007年  

A relaxation of the homogeneities imposed on the relating functions in the extremal problem for the derivation of conserved quantities(jointly worked) 

第１１６回日本数学会九州支部例会 2007年  

A relaxation of the homogeneities imposed on the relating functions in the extremal problem for the derivation of conserved quantities (jointly worked) 

Scientiae Mathematicae Japonicae (e-journal) 173-181 2007年  

A consideration of the homogeneity of relating function for deriving new conserved quantities (共著) 

第１０回幾何学研究集会 2006年  

プラトンの立体の星形化 

第１０回幾何学研究集会 2006年  

A consideration of the homogeneity of relating function for deriving new conserved quantities (共著) 

第１０回幾何学研究集会 2006年  

A generalized Poisson algebra structure on manifold: Conserved quantities in N-body problem revisited (jointly worked) 

第１３回北九州地区における幾何学研究会 2005年  

A conserved quantity which can be found in the maximizing problem for separable objective functions with respect to state and control variables(jointly worked) 

第１３回北九州地区における幾何学研究会 2005年  

A generalised Poisson algebra structure on manifold： Conserved quantities in N-body problem (jointly worked) 

第９回幾何学研究集会 2005年  

A conserved quantity which can be found in the maximizing problem for separable objective functions with respect to state and control variables (jointly worked) 

第９回幾何学研究集会 2005年  

A generalized Poisson algebra structure on Manifold: Conserved quantities in N-body problem(jointly worked) 

Bull. Kyushu Inst. Tech. Pure Appl. Math. 52 1-13 2005年  

New derivation of conserved quantities for higher order differential system(jointly worked) 

Scientiae Mathematicae Japonicae 62 71-79 2005年  

A generalized Poisson algebra structure on manifold: Conserved quantities in N-body problem revisited (jointly worked) 

第１３回北九州地区における幾何学研究会 2005年  

A conserved quantity which can be found in the maximizing problem for separable objective functions with respect to state and control variables(jointly worked) 

第１３回北九州地区における幾何学研究会 2005年  

A generalised Poisson algebra structure on manifold： Conserved quantities in N-body problem (jointly worked) 

第９回幾何学研究集会 2005年  

A conserved quantity which can be found in the maximizing problem for separable objective functions with respect to state and control variables (jointly worked) 

第９回幾何学研究集会 2005年  

A generalized Poisson algebra structure on Manifold: Conserved quantities in N-body problem(jointly worked) 

Bull. Kyushu Inst. Tech. Pure Appl. Math. 52 1-13 2005年  

剰余群とデザイン 

第９回北九州地区における数学教育研究会 2004年  

A generalised Poisson algebra structure on manifold: conserved quantities in N-body problem(jointly worked) 

第１２回北九州地区における幾何学研究会 2004年