Invention Grant
- Patent Title: Recursive taylor series-based computation of numerical values for mathematical functions
- Patent Title (中): 数学函数数值的递归泰勒系列计算
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Application No.: US13029887Application Date: 2011-02-17
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Publication No.: US08676872B2Publication Date: 2014-03-18
- Inventor: David Patrick Magee
- Applicant: David Patrick Magee
- Applicant Address: US TX Dallas
- Assignee: Texas Instruments Incorporated
- Current Assignee: Texas Instruments Incorporated
- Current Assignee Address: US TX Dallas
- Agent Steven A. Shaw; Wade James Brady, III; Frederick J. Telecky, Jr.
- Main IPC: G06F1/02
- IPC: G06F1/02

Abstract:
A recursive method for computing numerical values for mathematical functions includes providing a recursive Taylor series representation of a mathematical function f(x) of a variable x evaluated around a given operating point a. The recursive Taylor series representation includes a plurality of derivative derived terms that include ratios of derivatives of f(x) evaluated at the operating point a. Coefficient data is determined from ones of the derivative derived terms stored in a tangible memory device evaluated at the operating point a over a predetermined range. An approximation for the mathematical function f(x) is computed using the recursive Taylor series representation evaluated with the coefficient data.
Public/Granted literature
- US20110219053A1 RECURSIVE TAYLOR SERIES-BASED COMPUTATION OF NUMERICAL VALUES FOR MATHEMATICAL FUNCTIONS Public/Granted day:2011-09-08
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