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16 April 2010 Quantum algorithms for the Jones polynomial
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Abstract
This paper gives a generalization of the AJL algorithm for quantum computation of the Jones polynomial to continuous ranges of values on the unit circle for the Jones parameter. We show that the Kauffman-Lomonaco 3-strand algorithm for the Jones polynomial is a special case of this generalization of the AJL algorithm.
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Louis H. Kauffman and Samuel J. Lomonaco Jr. "Quantum algorithms for the Jones polynomial", Proc. SPIE 7702, Quantum Information and Computation VIII, 770203 (16 April 2010); https://doi.org/10.1117/12.849753
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