<--- Back to Details
First PageDocument Content
Arithmetic / Computing / Root-finding algorithms / Binary arithmetic / Floating point / Fast inverse square root / Methods of computing square roots / Significand / Signed zero / Computer arithmetic / Data types / Mathematics
Date: 2013-07-28 15:18:52
Arithmetic
Computing
Root-finding algorithms
Binary arithmetic
Floating point
Fast inverse square root
Methods of computing square roots
Significand
Signed zero
Computer arithmetic
Data types
Mathematics

Add to Reading List

Source URL: www.geometrictools.com

Download Document from Source Website

File Size: 277,90 KB

Share Document on Facebook

Similar Documents

Mathematics / Mathematical analysis / Algebra / Root-finding algorithms / Elementary algebra / Methods of computing square roots / Nth root / Mental calculation / Taylor series / Exponentiation / Logarithm / Prime number

Notes and Errata for the Book Dead Reckoning: Calculating Without Instruments Ron Doerfler (www.myreckonings.com) Version Release: September 5, 2006 Types: Note: A clarification or elaboration of the text.

DocID: 1qZvY - View Document

Algebra / Mathematics / Abstract algebra / Finite fields / Binary operations / Root-finding algorithms / Field theory / Square root / Exponentiation / XTR / Methods of computing square roots / Pi

Introduction A Linear Algebra Approach for Computing the Square Root Applications of Square Root in Cryptography Conclusion Low Complexity Bit-Parallel Square Root

DocID: 1quOz - View Document

Root-finding algorithms / Applied mathematics / Secant method / False position method / Numerical analysis / Secant

HOMEWORK David F. Gleich April 4, 2016 purdue university ยท csnumerical analysis

DocID: 1qsjn - View Document

Computer arithmetic / Elementary arithmetic / Root-finding algorithms / Binary operations / Binary arithmetic / Methods of computing square roots / Division algorithm / Algorithm / Subtraction / Square root / Addition / Subtractor

An Efficient Digit-by-Digit Decimal Square Root Algorithm Using Non-restoring Pseudo-Division c by C. Bond, 2003 http://www.crbond.com

DocID: 1puAC - View Document

Derivative / Differential calculus / Mathematical analysis / Rates / Root-finding algorithms / Chain rule / Mean value theorem

CLASS QUIZ: OCTOBER 14: DERIVATIVES MATH 152, SECTION 55 (VIPUL NAIK) Your name (print clearly in capital letters): (1) Suppose f and g are functions from R to R that are everywhere differentiable. Which of the following

DocID: 1puhn - View Document