Math-as-Art
# beaux objets d'mathématiques
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Arizona Desert
z = (x-y)/(sin(x)+1/cos(y))
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Reminds me of Sedona, and all the westerns filmed there.
Bed o' Nails
z = sin(4y)+cos(4x)
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Looks like nails. Actually, this is the simple egg carton plot graphed at a different scale.
Celery Row
z = sin(x)cos(y)/(x-y)
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Mathematical veggies.
Corrugated V-Roof
z = abs(sin(2x)-y)
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Like the inexpensive, corrugated metal roofs covering many Balinese homes, including that of my in-laws.
Egg Carton
z = sin(x/2)+cos(y/2)
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Who doesn't like eggs?
Fancy Lapels
z = arcsec(sin(1/x)-cos(1/y))
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Sartorial aesthetics.
Lawn Chair
z = x^2-y^5+cos(arcsin(cos(y)+sin(x)))
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Add a simple frame, and this would make a fine garden chair, with holes to enhance air circulation.
Lettuce Garden
z = 1/(sin(x)-cos(y))
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More veggies!
Plastic Chair
z = -abs(x)+2x^4-abs(x^2*y^3)
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Complex relation. Simple object.
Squarish Honeycomb
z = cos(arcsin(cos(y)+sin(x)))
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Very nice.
But how to devise a 3D function that would graph as a true hexagonal honey comb?
Three Fingers
z = log(sin(1.1x)-y)
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Cool 3D instance of the basic log curve.
Tree Stumps
z = arcsin(cos(x)+sin(y))
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After the harvest, there are stumps.
Wrinkled Paper
z = x-y+tan(x)-cos(8x-sin(2y))
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Delightfully strange.
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