%0 Journal Article 
%A Pan Collantes, Antonio Jesús
%A Muriel Patino, María Concepción
%A Ruiz Serván, Adrián
%T Integration of Differential Equations by C∞-Structures
%D 2023
%@ 2227-7390
%U http://hdl.handle.net/10498/32088
%X Several integrability problems of differential equations are addressed using the concept of a (Formula presented.) -structure, a recent generalization of the notion of solvable structure. Specifically, the integration procedure associated with (Formula presented.) -structures is used to integrate a Lotka–Volterra model and several differential equations that lack sufficient Lie point symmetries and cannot be solved using conventional methods.
%K C∞-structure
%K C∞-symmetry of a distribution
%K differential equations
%K integrating factor
%K solvable structure
%K symmetry of a distribution
%~ Universidad de Cádiz