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Artificial intelligence in mathematical computations

机译:数学计算中的人工智能

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The basic concepts of heuristic decisions making during the computational process related to mathematical computations on floating point data are discussed. New arithmetic architecture of the next generation computer systems with hardware-software support of a system for tracing the computational process incl. the relative accuracy of the input, intermediary and output data is proposed. This system will make heuristic decisions during the computer execution of mathematical computations for receiving of set relative accuracy of the final results on the basis of relative accuracy of the input data, the received relative accuracy of the intermediate results and the chosen computational algorithm. It is assumed that the mathematical computations will be performed by widely using the interval arithmetic and the achievements of the interval analysis. The proposed hardware support of the mathematical computations consists of: a new format of the numbers with floating point, the lengths of the exponent and mantissa which will not be bounded from the top; "pulsed" arithmetic of such numbers (from here comes the PULSAR system), a series of adders with equal length by avoiding at the same time overflow, underflow and normalization with shift; the PULSAR hardware-software system for tracing the computational process and making heuristic decisions for data accuracy control.
机译:讨论了与浮点数据相关的计算过程中的启发式决策的基本概念。具有用于跟踪计算过程的系统的硬件 - 软件支持的下一代计算机系统的新算术架构,包括:提出了输入,中间和输出数据的相对精度。该系统将在计算机执行期间进行启发式决策,以基于输入数据的相对精度接收最终结果的设定相对精度,所接收的中间结果和所选计算算法的相对精度。假设将通过广泛地使用间隔算术和间隔分析的成就来执行数学计算。所提出的数学计算的硬件支持包括:具有浮点的新格式,指数和尾数的长度不会被从顶部界定; “脉冲”这样的数量(从这里来),通过避免同时溢出,下溢和偏移量,一系列具有相等长度的加法器;用于跟踪计算过程的脉冲布硬件软件系统,并对数据准确性控制进行启发式决策。

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