Invention Grant
- Patent Title: Approximating functions
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Application No.: US16351159Application Date: 2019-03-12
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Publication No.: US10402167B2Publication Date: 2019-09-03
- Inventor: Tim Lee
- Applicant: Imagination Technologies Limited
- Applicant Address: GB Kings Langley
- Assignee: Imagination Technologies Limited
- Current Assignee: Imagination Technologies Limited
- Current Assignee Address: GB Kings Langley
- Agency: Vorys, Sater, Seymour and Pease LLP
- Agent Vincent M DeLuca
- Priority: GB1407688.9 20140501
- Main IPC: G06F1/02
- IPC: G06F1/02 ; G06F7/523 ; G06F17/17 ; G06F7/544

Abstract:
A binary logic circuit for approximating a mathematical function over a predefined range as a series of linear segments, each linear segment having one of a predetermined set of fixed gradients and a corresponding base value, the binary logic circuit comprising: an input for receiving an input variable in the predefined range; a plurality of logic chains each comprising: a binary multiplier adapted to perform multiplication by a respective one of the set of fixed gradients using h−1 binary adders, where h is the extended Hamming weight; and a binary adder adapted to add a base value to the input or output of the binary multiplier; and selection logic configured to select one of the logic chains in dependence on the input variable so as to provide, for the received input variable, an approximate value of the mathematical function.
Public/Granted literature
- US20190205096A1 APPROXIMATING FUNCTIONS Public/Granted day:2019-07-04
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