Back to Results
First PageMeta Content
Steganography / Category theory / Structure / Statistical theory / Embedding / Jessica Fridrich / Entropy / Mathematics / Topology / Information theory


MINIMIZING ADDITIVE DISTORTION FUNCTIONS WITH NON-BINARY EMBEDDING OPERATION IN STEGANOGRAPHY Tomáš Filler and Jessica Fridrich Department of ECE, SUNY Binghamton, NY, USA {tomas.filler, fridrich}@binghamton.edu ABSTRA
Add to Reading List

Document Date: 2010-09-13 08:36:16

Open Document

File Size: 168,91 KB

Share Result on Facebook

City

Princeton / Geneva / Pittsburgh / Alexandria / Calgary / London / Darmstadt / New York / San Jose / /

Company

John Wiley & Sons Inc. / Cambridge University Press / HP / /

Country

Germany / Switzerland / Canada / United Kingdom / /

Currency

pence / /

/

IndustryTerm

binary search / steganographic algorithms / adaptive embedding algorithm / steganographic algorithm / /

Organization

Cambridge University / U.S. Government / Air Force office of Scientific Research / SUNY / MINIMIZING ADDITIVE DISTORTION FUNCTIONS WITH NON-BINARY EMBEDDING OPERATION IN STEGANOGRAPHY Tomáš Filler and Jessica Fridrich Department of ECE / /

Person

Jessica Fridrich / R. Zhang / V / /

ProgrammingLanguage

E / D / /

ProvinceOrState

Alberta / New Jersey / Virginia / Pennsylvania / California / /

PublishedMedium

Lecture Notes in Computer Science / /

Technology

Viterbi algorithm / embedding algorithm / MMx algorithm / adaptive embedding algorithm / proposed algorithms / steganographic algorithm / coding algorithm / /

URL

http /

SocialTag