Vorticity map, partial derivatives equation, turbulence

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3 years ago

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SDXL

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$Quaternion and Hypercomplex Fractals Description: Generalization of Mandelbrot and Julia fractals using quaternion (4D) or hypercomplex numbers, then projected into 3D. Characteristics: More exotic and less intuitive shapes, often with “holes” or ribbon-like structures. [in fractales IFS with Apophysis refined in Mandelbulb 3D]$

$SNIFFIN’ GLUE magazine high res photo cover by Mandelbrot: special fractal square; guest star : imaginary squared recurrence$

The depth of hula groove Moves us to the nth hoop We're gonna groove to Horton Hears a Who-who I couldn't ask for another No, I couldn't ask for another DJ Soul was on a roll I've been told he can't be sold He's not vicious or malicious Just de-lovely and delicious I couldn't ask for another

Two shapes: Ah, the shift in distribution within measure theory, a wondrous transformation indeed! It expands our understanding beyond traditional functions, embracing generalized forms. Test functions play a vital role, enabling distributions to transcend pointwise limitations.

$SNIFFIN’ GLUE magazine high res photo cover by Mandelbrot: special fractal square; guest star : imaginary squared$

So, my fellow seekers of mathematical truth, let us don our mathematical finery and embrace the duality of global and local. With the modulus of continuity as our guide, we shall unravel the secrets hidden within the curves and functions. With each step, we shall uncover the delicate balance between the minute details and the sweeping vistas, all while basking in the radiance of mathematical style.[Liwa Dunes] .The interplay between the local and the global is a mathematical elegance. The loca

$SNIFFIN’ GLUE magazine high res photo cover by Mandelbrot: special fractal square; guest star : imaginary squared recurrence$

artistic and yet geometric representations of Bohr orbits