These are nonlinear differential equations that typically need to be solved using the techniques of computational fluid dynamics.
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Examples of nonlinear differential equations are the Navier Stokes equations in fluid dynamics and the Lotka Volterra equations in biology.
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Also, if someone could find a nice nonlinear differential equation to nondimensionalize, that would be a great addition to this article!
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In the context of closed Riemannian 2-manifolds, several modern proofs invoke nonlinear differential equations on the space of conformally equivalent metrics.
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The homotopy analysis method is also able to combine with other techniques employed in nonlinear differential equations such as spectral methods and Pad?approximants.
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The RPSM is also able to combine with other techniques employed in nonlinear differential equations, such as spectral methods and Pad?approximant methods.
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He argues that economists need to become more familiar with the mathematical tools needed to study dynamical systems, such as nonlinear differential equations.
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He suggested a new synthesis of the Bohr theory of quasiperiodic functions and developed methods for asymptotic integration of nonlinear differential equations which describe oscillating processes.
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His research interests involve the analysis, application and numerical analysis of the solution of nonlinear differential equations with a particular emphasis on problems which arise in industry.
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Georgi Bradistilov's contributions to applied mathematics are related to nonlinear differential equations and their applications to mechanics and electrotechnics, to electrostatic potential, to nonlinear oscillations.
