Tag Archives: Functional compositional iteration
In the Flow
This is a set of rough, incomplete notes formatted in July/August of 2021 that I have intended to recheck, refine, reorganize, and extend for some time now but simply haven’t found the time to do so although some parts are … Continue reading
Posted in Math
Tagged Abel and Schröder equations, Complex dynamics, Compositional inversion, Fixed point equations, Flow fields and equations, Functional compositional iteration, Hamiltonian, Lagrangian, Lie infinitesimal generators, Maupertuis action principle, Nonlinear differential equations, Renormalization group flow, Zeros of functions
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Interwoven: The Schwarzian Derivative, Möbius Transformations, and the Nonlinear Evolution Equations of Riccati, Schrodinger, Burgers, and Korteweg and de Vries
This is a very rough, incomplete set of notes that has been lying around for several months with portions in need of verification and overall in need of re-organization and extension. I was initially motivated by relations between the cited … Continue reading
Shadows of Simplicity 