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Confluent Form of the Multistep ɛ‐Algorithm, and the Relevant Integrable System

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In this paper, the confluent form of the multistep ɛ‐algorithm is proposed. The molecule solution of this system is derived by using determinantal identities. A new continuous prediction algorithm based on this confluent form is constructed. It also shows that this algorithm is a special case of the extended Lotka–Volterra system.
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Document Type: Research Article

Affiliations: 1: Université des Sciences et Technologies de Lille 2: Institute of Computational Mathematics and Scientific Engineering Computing 3: Hong Kong Baptist University

Publication date: August 1, 2011

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