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Solution of the riccati equation by continued fractions

Journal of the Franklin Institute, 1972
Abstract This note follows the work of Lagrange and Euler and gives the essential steps for reaching a solution of the Boole and the Riccati equations with the help of continued fractions. The results are compared with the series solutions (which may be recognized in closed form for simple cases) obtained by the Taylor-Cauchy transform method for a ...
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Continuation of Nonsingular Solutions

2000
In this chapter we summarize some techniques for continuation of nonsingular solutions of the finite dimensional parameter-dependent problems $$G(u,\lambda ) = 0$$ (2.1) where G: R n x R p → R n is a smooth mapping. The unknown u describes state of the system and A represents parameters.
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CONTINUING EDUCATION: A SOLUTION

Medical Journal of Australia, 1980
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Continuation of Solutions

2009
Kenneth Meyer, Glen Hall, Dan Offin
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Analytical solution for one-dimensional nonlinear consolidation of double-layered soil with improved continuous drainage boundary

European Journal of Environmental and Civil Engineering, 2023
Wenbing Wu, Pengpeng Ni, Guoxiong Mei
exaly  

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