Reasoning system for reasoning with uncertainty

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The General Electric Company patent solves the following problem:

A rational system used here is a Comprising the signature structure of copies of a particular, desired process of reasoning. Experts systems in the example of the reasoning system where the logic means of one or more experts modeled, so that in the subsequent provisions in principle input data into the system, the system simulates the expert reasoning principles input and reach some conclusions on the modeled rational way.

Our analysis of this patent is as follows:

General Electric Company’s patent US 4860213 A deals with Reasoning system for reasoning with uncertainty.
invention is directed to an automated rule-based reasoning with uncertainty system and method for practicing the same. The system has a three-layer structure composed of representation, assessment and management layers. Signature firings and conclusions to calculate the inference layer in a way to propagate uncertainty through information system according to a predetermined formula assigned to the control layer. Signature Structures and conclusions and uncertainty associated information designated by the user representation layer.

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Digital sine generator

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The Siemens Aktiengesellschaft patent solves the following problem:

This invention relates to digital sinusoidal generator capable of producing an output of fine resolution digital signal, in particular 16-bit signal. The invention more particularly relates to a generator comprising a first computer for selecting the arguments of principle and a second computer to serve for the function value formation.

Our analysis of this patent is as follows:

Siemens Aktiengesellschaft’s patent US 4860238 A deals with Digital sine generator.
A digital sine generator for providing good resolution digital signal, especially on 16-bit signal, including a first computer for selecting the arguments of principle and a second computer for determination values ​​function. Both sal principles or both spaced points selected as the argument values ​​in each zig-zag manner that for the function form the sine values ​​other arguments between – / 2 + and / 2 were enough. For the calculation of the sine principle, a certain 7th order polynomial used to implement the five consecutive simple accounting as a result of the high selection coefficients.

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