Zeros of polynomials with 0,1 coefficients

ABSTRACT

Zeros of polynomials with 0,1 coefficients exhibit many interesting features, including fractal appearance. This paper obtains bounds for such zeros. It shows that zeros with a sufficiently large negative real part are real. It also proves that the closure of the set of these zeros is path connected.

• List of mathactivations

• Introduction
• Bounds and locations for zeros
• A neighborhood of the unit circle
• is connected
• is path connected
• Graphs, computations, and the shape of
• References
• Figure Captions
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