Complex Roots. Graphical interpretation and visualizing.
Exploring a Conformal Mapping.
Exploring a Conformal Mapping: f(z)=2π / sqrt(9.82) z⁰·⁵
Graphical interpretation and visualizing the complex roots of polynomial functions with Real Coefficients.
Graphical interpretation and visualizing the roots of complex function(Cubic): f(z)= a z³+ b z² + c z + d . Coefficients a, b, c and d are Complex numbers.
Graphical interpretation and visualizing the complex roots of a function(Quartic): f(z)= a z⁴+ b z³ + c z²+ d z+e. Coefficients a, b, c, d and e are Complex numbers.
Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients.
Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients.
Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients.
Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients (New version). 1
Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients (New version). 2
Points on the Complex Grid
5th root, median curve (that's what I'm calling it)
Riemann Hypothesis. This is why it is true (2).
Schwarz-Transformation
Mappings of the circle to the upper/lower half plane
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Complex Roots. Graphical interpretation and visualizing.
Graphical interpretation the Complex Roots: the intersection of implicit functions, which are the zeroed real and imaginary parts of the complex function f(z), respectively: real(f(z))=0 and imaginary(f(z))=0.
1. Exploring a Conformal Mapping.
2. Exploring a Conformal Mapping: f(z)=2π / sqrt(9.82) z⁰·⁵
3. Graphical interpretation and visualizing the complex roots of polynomial functions with Real Coefficients.
4. Graphical interpretation and visualizing the roots of complex function(Cubic): f(z)= a z³+ b z² + c z + d . Coefficients a, b, c and d are Complex numbers.
5. Graphical interpretation and visualizing the complex roots of a function(Quartic): f(z)= a z⁴+ b z³ + c z²+ d z+e. Coefficients a, b, c, d and e are Complex numbers.
6. Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients.
7. Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients.
8. Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients.
9. Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients (New version). 1
10. Graphical interpretation and visualizing the Complex Roots of Transcendental functions with Real Coefficients (New version). 2
11. Points on the Complex Grid
12. 5th root, median curve (that's what I'm calling it)
13. Riemann Hypothesis. This is why it is true (2).
14. Schwarz-Transformation
15. Mappings of the circle to the upper/lower half plane
16. Complex mappings
17. The function f(z)=1/z (Part 2)
18. Taylor Expansion
19. Komplexe Transformation eines Gitters
20. Dreiecksfläche mit komplexen Ecken
21. Abaque de Smith
22. Conformal mapping
23. Conformal mapping rectangular grid
24. Boy-Fläche mit Bryant-Kusner-Parametrisierung
25. Plot contours of the modulus of complex functions
This applet for the function f(z)=1/z considers two cases of conformal mapping. Here you can explore [br] - the origin of its conformal mapping. It is a mapping for a rectangular grid.[br] - case of a movable regular n-gon and its image under a conformal mapping f.
[b]A rectangular grid and its image under a conformal map f(z)=1/z. [/b]