Agraïments: This work is partially supported by grant CONACYT-58968.Applying the averaging theory of first, second and third order to one class generalized polynomial Li'enard differential equations, we improve the known lower bounds for the maximum number of limit cycles that this class can exhibit
We prove that the generalized Liénard polynomial differential system x'=y^2p-1, y'=-x^2q-1 - f(x) y^...
We study the limit cycles of generalized Kukles polynomial differential systems using averaging theo...
In 1977 Lins Neto et al. (1977) conjectured that the classical Liénard system ẋ=y−F(x),ẏ=−x with F(x...
Agraïments: This work is partially supported by grant CONACYT-58968.Applying the averaging theory of...
Agraïments: The second author has been partially supported by FCT through CAMGSD.We study the number...
Agraïments: The second author has been supported by the grant AGAUR PIV-DGR-2010 and by FCT through ...
Agraïments: The second author has been supported by the grant AGAUR PIV-DGR-2010 and by FCT through ...
summary:We consider limit cycles of a class of polynomial differential systems of the form $$ \begin...
summary:We consider limit cycles of a class of polynomial differential systems of the form $$ \begin...
We provide lower bounds for the maximum number of limit cycles for the m-piecewise discontinuous pol...
AbstractIn this paper we study the limit cycles of the Liénard differential system of the form x¨+f(...
Agraïments/Ajudes: The second author is partially supported by a FAPESP-BRAZIL grant 2012/20884-8. B...
Using the averaging theory of first and second order we study the maximum number of limit cycles of ...
Agraïments: The second author has been supported by the grant AGAUR PIV-DGR-2010 and by FCT through ...
AbstractThe generalized Liénard equations of the form: ẋ = h(y) − F(x), ẏ = −g(x) where F, g, and ...
We prove that the generalized Liénard polynomial differential system x'=y^2p-1, y'=-x^2q-1 - f(x) y^...
We study the limit cycles of generalized Kukles polynomial differential systems using averaging theo...
In 1977 Lins Neto et al. (1977) conjectured that the classical Liénard system ẋ=y−F(x),ẏ=−x with F(x...
Agraïments: This work is partially supported by grant CONACYT-58968.Applying the averaging theory of...
Agraïments: The second author has been partially supported by FCT through CAMGSD.We study the number...
Agraïments: The second author has been supported by the grant AGAUR PIV-DGR-2010 and by FCT through ...
Agraïments: The second author has been supported by the grant AGAUR PIV-DGR-2010 and by FCT through ...
summary:We consider limit cycles of a class of polynomial differential systems of the form $$ \begin...
summary:We consider limit cycles of a class of polynomial differential systems of the form $$ \begin...
We provide lower bounds for the maximum number of limit cycles for the m-piecewise discontinuous pol...
AbstractIn this paper we study the limit cycles of the Liénard differential system of the form x¨+f(...
Agraïments/Ajudes: The second author is partially supported by a FAPESP-BRAZIL grant 2012/20884-8. B...
Using the averaging theory of first and second order we study the maximum number of limit cycles of ...
Agraïments: The second author has been supported by the grant AGAUR PIV-DGR-2010 and by FCT through ...
AbstractThe generalized Liénard equations of the form: ẋ = h(y) − F(x), ẏ = −g(x) where F, g, and ...
We prove that the generalized Liénard polynomial differential system x'=y^2p-1, y'=-x^2q-1 - f(x) y^...
We study the limit cycles of generalized Kukles polynomial differential systems using averaging theo...
In 1977 Lins Neto et al. (1977) conjectured that the classical Liénard system ẋ=y−F(x),ẏ=−x with F(x...