A completely integrable case in the complex Lorenz equations
Abstract
By application of the Lie theory of extended groups and for the parameter values σ=1/2, b=1, r1= e^2/2, r2=e/2, e arbitrary we prove that the system of the complex Lorenz equations is algebraically completely integrable. The respective general exact solution i$ expressed by means of Jacobian elliptic functions
Article Details
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Flessas, G. P., & Leach, P. G. (2020). A completely integrable case in the complex Lorenz equations. HNPS Advances in Nuclear Physics, 1, 126–133. https://doi.org/10.12681/hnps.2831
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- Vol. 1 (1990): HNPS1990
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- Oral contributions