CONVERGENCE, COMPLEXITY AND SIMULATION OF MONOTONE ASYNCHRONOUS ITERATIVE METHOD FOR COMPUTING FIXED POINT ON A DISTRIBUTED COMPUTER

Reference

• Bertsekas , D. P. , ( 1983 ). “Distributed Asynchronous Computation of Fixed Points” , Math. Prog. , 27 , 107 – 120 .
   Web of Science ®Google Scholar
• Chazan , D. and Miranker , W. ( 1969 ). “Chaotic Relation” , Linear Algebra Appl. , 2 , 199 – 222 .
   Google Scholar
• Miellou , J.-C. , ( April 1974 ), “Iteration Chaotique a Retards, Comptes Rendus de I'Academie des Sciences de Paris” , Series A , 278 , 975 – 960 .
   Google Scholar
• Baudet , G. M. , ( 1978 ) “Asynchronous Iterative Methods for Multiprocessors” , J. ACM , 25 , ( 2 ), 226 – 244 .
   Web of Science ®Google Scholar
• El Tarazi , M. N. , ( 1982 ) “Some Convergence Results for Asynchronous Algorithms” , Numer. Meth. , 39 , 325 – 340 .
   Web of Science ®Google Scholar
• Bertsekas , D. P. , ( 1982 ) “Distributed Dynamic Programming” , IEEE Trans. Auto Contr. , AC-27 , 610 – 616 .
   Google Scholar
• Ortega , J. M. and Rheinboldt , W. C. ( 1970 ) “Iterative Solution of Nonlinear Equations in Several Variables” , Academic Press , New York .
   Google Scholar