COMPLEXITY AND REAL COMPUTATION: A MANIFESTO

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Abstract
Finding a natural meeting ground between the highly developed complexity theory of computer science — with its historical roots in logic and the discrete mathematics of the integers — and the traditional domain of real computation, the more eclectic less foundational field of numerical analysis — with its rich history and longstanding traditions in the continuous mathematics of analysis — presents a compelling challenge. Here we illustrate the issues and pose our perspective toward resolution.

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