Featuring the Mathematical Conceptual Art of Hamid Naderi Yeganeh

This image shows 3,000 line segments. For each i=1,2,3,…,3000 the endpoints of the i-th line segment are: (sin(34πi/3000), (1/2)cos(6πi/3000)) and ((1/2)sin(6πi/3000), cos(34πi/3000)):

The next was created using ((sin(20πi/3000))³, (cos(18πi/3000))³) and ((sin(16πi/3000))³, (cos(14πi/3000))³):

And the final fishlike image was created with 1,000 line segments with endpoints (2sin((4πi/1000)+(π/6)), (1/2)sin((6πi/1000)+(3π/2))) and (sin((10πi/1000)+(π/2)), sin((6πi/1000)+(π/3))):

I really like these images. It's amazing what we can do with mathematics and computers now. Fractals are a large part of nature, yet it wasn't until Benoit Mandelbrot came along that we realized their value and beauty.

These are nice, they appear like some complicated surface constructed of wires. It reminds me of Spirograph toy. Also some silly arts & crafts projects I did with black velvet, wood, some nails, and some yarn.  That didn't last very long because the filaments got very dusty, so I suggest this art should be kept inside a dust cover. Also I was too impatient to get a lot of little nails to go into the wood straight.

Cool forum!