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From Hypocomputation to Hypercomputation

机译:从低计算到超计算

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摘要

Hypercomputational formal theories will, clearly, be both structurally and foundationally different from the formal theories underpinning computational theories. However, many of the maps that might guide us into this strange realm have been lost. So little work has been done recently in the area of metamathematics, and so many of the previous results have been folded into other theories, that we are in danger of loosing an appreciation of the broader structure of formal theories. rnAs an aid to those looking to develop hypercomputational theories, we will briefly survey the known landmarks both inside and outside the borders of computational theory. We will not focus in this paper on why the structure of formal theory looks the way it does. Instead we will focus on what this structure looks like, moving from hypocomputational, through traditional computational theories, and then beyond to hypercomputational theories.
机译:显然,超计算形式理论与支撑计算理论的形式理论在结构和基础上都将有所不同。但是,许多可能引导我们进入这个陌生领域的地图已经丢失。最近在元数学领域所做的工作很少,因此许多先前的结果被折叠到其他理论中,以至于我们有可能失去对形式理论更广泛结构的认识。为了对那些寻求发展超计算理论的人提供帮助,我们将简要调查计算理论边界内外的已知地标。在本文中,我们将不关注形式理论的结构为何看起来如此。取而代之的是,我们将专注于这种结构的外观,从低计算到传统的计算理论,再到超计算理论。

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