How to make paper planes. Folding instructions for paper planes, from simple to the complex. Classic origami activity for kids

How to Fold Paper Planes

How to make paper planes. Folding instructions for paper planes, from simple to the complex. Classic origami activity for kids

The complex plane

The complex plane

Sacred Geometry ---- JULIA sets Julia sets are strictly connected with the MANDELBROT set. The iterative function that is used to produce them is the same as for the Mandelbrot set. In order to draw a picture of the Mandelbrot set, we iterate the formula f4 each point C of the [COMPLEX] plane, always starting with . If we want to make a picture of a JULIA set, C must be -- CONSTANT during the whole generation process, while the value of varies.

Sacred Geometry ---- JULIA sets Julia sets are strictly connected with the MANDELBROT set. The iterative function that is used to produce them is the same as for the Mandelbrot set. In order to draw a picture of the Mandelbrot set, we iterate the formula f4 each point C of the [COMPLEX] plane, always starting with . If we want to make a picture of a JULIA set, C must be -- CONSTANT during the whole generation process, while the value of varies.

Plotting the complex number $ z$ in the complex plane: The complex conjugate ($ \bar{z}$ ) is a reflection across the real axis; the minus ($ -z$ ) operation is an inversion through the origin; therefore  $ -(\bar{z}) = \bar{(-z)}$ is equivalent to either a reflection across the imaginary axis or an inversion followed by a reflection across the real axis.  The real part of a complex number is the projection of the displacement in the real direction and also the average of the complex…

Plotting the complex number $ z$ in the complex plane: The complex conjugate ($ \bar{z}$ ) is a reflection across the real axis; the minus ($ -z$ ) operation is an inversion through the origin; therefore $ -(\bar{z}) = \bar{(-z)}$ is equivalent to either a reflection across the imaginary axis or an inversion followed by a reflection across the real axis. The real part of a complex number is the projection of the displacement in the real direction and also the average of the complex…

Hand-drawn graph of the absolute value of the Gamma function on the complex plane, from Tables of Higher Functions by Jahnke and Emde

Hand-drawn graph of the absolute value of the Gamma function on the complex plane, from Tables of Higher Functions by Jahnke and Emde

❤ =^..^= ❤  Hamid Naderi Yeganeh ~ click for formula: This fox is created using one of the most complex math formulas found in his work, a subset of the complex plane that contains all the complex numbers of the form.

Math whiz uses formulas to create art

❤ =^..^= ❤ Hamid Naderi Yeganeh ~ click for formula: This fox is created using one of the most complex math formulas found in his work, a subset of the complex plane that contains all the complex numbers of the form.

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