Showing results 1074 to 1093 of 7133
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Issue Date | Title | Author(s) |
2022 | A Dynamic Federated Identity Management Using OpenID Connect | Alsadeh, Ahmad ; Yatim, Nasri ; Hassouneh, Yousef |
2020 | A dynamic locality multi-objective salp swarm algorithm for feature selection | Aljarah, Ibrahim ; Habib, Maria ; Faris, Hossam ; Al-Madi, Nailah ; Heidarib, Ali Asghar ; Mafarja, Majdi ; Abd Elaziz, Mohamed ; Mirjalilie, Seyedali |
2011 | A dynamic model for project review in the construction industry | Eleyan, Derar; Loucopoulos, Peri |
2011 | A dynamic model for project review in the construction industry | Elelyan, Derar ; Loucopoulos, Loucopoulos |
2005 | Dynamic of a Kth order rational difference equation using theortical and computational approaches | Abu Baha, Sai'da |
2009 | Dynamic parameter identification of parallel robots starting from the measurement of joints position and forces | Farhat, Nidal; Mata, Vicente; Díaz-Rodríguez, Miguel; Provenzano, Sebastian |
2014 | Dynamic Privacy Policy Management in Services-based Interactions | Ammar, Nariman |
Jan-2007 | Dynamic Probabilistic Approach for Long-Term Pavement Restoration Program with Added User Cost | Abaza, Khaled A. ; Murad, Maher |
Dec-2020 | Dynamics and Bifurcation of a Second Order Quadratic Rational Difference Equation | Saleh, Mohammad ; Hirzallah, Shahd |
2021 | Dynamics and Bifurcation of a Second Order Rational Difference Equation with Quadratic Terms | Saleh, Mohammad ; Hirzallah, Shahd |
2017 | Dynamics and bifurcation of higher order rational difference equations | Shareef, Asma |
2017 | Dynamics and bifurcation of Xn+1 = a + BXn - k / A+BXn+CXn-k, K = 1,2 | Raddad, Batool |
Dec-2021 | Dynamics and Bifurcation of xn+1=α+βxn−2A+Bxn+Cxn−2xn+1=α+βxn−2A+Bxn+Cxn−2 | Raddad, Batool ; Saleh, Mohammad |
2017 | Dynamics and bifurcation of xn+1=α+βxn−kA+Bxn+Cxn−k,k= 1,2 | Raddad, Batool |
2006 | Dynamics and Stability of Rover | Abdo, Muhannad M. |
Oct-2006 | Dynamics of a higher order rational difference equation | Saleh, Mohammad; Atawna, S. |
Apr-2017 | Dynamics of a higher order rational difference equation .... | Saleh, Mohammad |
2006 | Dynamics of a Kth order rational difference equation | Saleh, Mohammad; Abu Baha, Sai'da |
May-2006 | Dynamics of a rational difference equation | Aloqeili, Marwan |
2007 | Dynamics of difference equation xn+1 = f (xn–l, xn–k) | Moaaz, Osama |