Browsing by Author "Jarad, F"

Now showing 1 - 4 of 4

Citation - WoS: 5
Citation - Scopus: 5
Discrete Variational Principles for Higher-Order Lagrangians
(Soc Italiana Fisica, 2005) Baleanu, D; Jarad, F
The discrete Euler-Lagrange equations for higher-order Lagrangians and the corresponding discrete Hamiltonian are obtained. One example containing second-order difference is investigated in details.
Citation - WoS: 7
Citation - Scopus: 8
Non-Polynomial Fourth Order Equations Which Pass the Painleve Test
(Walter de Gruyter Gmbh, 2005) Mugan, U; Jarad, F; 234808
The singular point analysis of fourth order ordinary differential equations in the non-polynomial class are presented. Some new fourth order ordinary differential equations which pass the Painleve test as well as the known ones are found.
Citation - WoS: 9
Non-Polynomial Third Order Equations Which Pass the Painleve Test
(Walter de Gruyter Gmbh, 2004) Mugan, U; Jarad, Fahd; Jarad, F; 234808; Matematik
The singular point analysis of third-order ordinary differential equations in the non-polynomial class is presented. Some new third order ordinary differential equations which pass the Painleve test, as well as the known ones are found.
Citation - WoS: 39
Citation - Scopus: 42
Painleve Test and Higher Order Differential Equations
(Taylor & Francis Ltd, 2002) Jarad, F; Mugan, U; 234808
Starting from the second Painleve equation, we obtain Painlev'e type equations of higher order by using the singular point analysis.