<--- Back to Details
First PageDocument Content
Binary arithmetic / Linear feedback shift register / Theoretical computer science / Cryptography / Digital circuits / Shift register / Maximum length sequence / XNOR gate / Counter / Mathematics / Pseudorandom number generators / Polynomials
Date: 2013-05-01 16:02:20
Binary arithmetic
Linear feedback shift register
Theoretical computer science
Cryptography
Digital circuits
Shift register
Maximum length sequence
XNOR gate
Counter
Mathematics
Pseudorandom number generators
Polynomials

Add to Reading List

Source URL: www.xilinx.com

Download Document from Source Website

File Size: 479,33 KB

Share Document on Facebook

Similar Documents

MLSSA Maximum-Length Sequence System Analyzer Reference Manual Version 10WI Rev 8

DocID: 1uTRD - View Document

Covariance and correlation / Mathematical analysis / Signal processing / Statistics / Time series analysis / Probability / Autocorrelation / Correlation and dependence / Maximum length sequence / Correlation function / Cross-correlation / Sequence

800 TRANSACTIONS COMMUNICATIONS, IEEE ON

DocID: 1nNsE - View Document

Acoustics / Broadcast engineering / MLSSA / Sound / Waterfall plot / Waves / Electronics / Warranty / Loudspeaker / Contract law / Software licenses / Computer law

MLSSA Maximum-Length Sequence System Analyzer Reference Manual Version 10WI Rev 8

DocID: 8gvL - View Document

Theoretical computer science / Direct-sequence spread spectrum / Pseudorandom noise / Steganography / Linear feedback shift register / Cryptography / Maximum length sequence / Pseudorandom binary sequence / Stream cipher / Pseudorandomness / Mathematics / Applied mathematics

NEW ASPECTS of SIGNAL PROCESSING, COMPUTATIONAL GEOMETRY and ARTIFICIAL VISION Secure Steganography for Audio Signals

DocID: 4mYz - View Document

Binary arithmetic / Linear feedback shift register / Theoretical computer science / Cryptography / Digital circuits / Shift register / Maximum length sequence / XNOR gate / Counter / Mathematics / Pseudorandom number generators / Polynomials

PDF Document

DocID: 1xGY - View Document