| Information | |
|---|---|
| has gloss | eng: Polynomials Dynamical plane = z-plane External rays are associated to a compact, full, connected subset K\, of the complex plane as : * the images of radial rays under the Riemann map of the complement of K\, * the gradient lines of the Greens function of K\, * field lines of Douady-Hubbard potential * an integral curve of the gradient vector field of the Greens function on neighborhood of infinity |
| lexicalization | eng: external ray |
| instance of | (noun) (mathematics) a number of the form a+bi where a and b are real numbers and i is the square root of -1 complex number, imaginary number, imaginary, complex quantity |
| Media | |
|---|---|
| media:img | Erays.png |
| media:img | Exponential Parameter Space Detail PSP Rays.png |
| media:img | Iray.png |
| media:img | JuliaRay3.png |
| media:img | Jung200.png |
| media:img | Jung50e.png |
| media:img | Mandel ie 1 3.jpg |
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