Simplicity

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Simplicity

I imagine a vision of line segments

That represents a homogeneous complex

Where there is a facet of a larger simplex

That's composed of many f-vectors

That compose an abstract simplicial complex

Could they be considered an independence system

Or is it simply nothing more than a subcomplex

Of a much larger simplicial map of a function

That resembles a geometrical little tree

That resembles a geometrical little tree

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