PHYSICAL REVIEW A 87, High-capacity quantum Fibonacci coding for key distribution David S. Simon,1,2 Nate Lawrence,2 Jacob Trevino,3 Luca Dal Negro,2,3,* and Alexander V. Sergienko2,4,† 1

Source URL: people.bu.edu

doi:[removed]comjnl/bxh000 On the Usefulness of Fibonacci Compression Codes Shmuel T. Klein, Miri Kopel Ben-Nissan Department of Computer Science, Bar Ilan University, Ramat-Gan 52900, Israel

Source URL: u.cs.biu.ac.il

• Mathematics
• Huffman coding
• Variable-length code
• Decoding methods
• Prefix code
• Canonical Huffman code
• AN codes
• Code
• Linear code
• Coding theory
• Information theory
• Discrete mathematics

Information sciences. 2012, vol. 183, issue 1, p[removed]http://dx.doi.org[removed]j.ins[removed]Fast Decoding Algorithms for Variable-Lengths Codes

Source URL: dspace.vsb.cz

• Coding theory
• Non-standard positional numeral systems
• Linguistics
• Discrete mathematics
• Fibonacci coding
• Numeral systems
• Prefix code
• Universal code
• Golomb coding
• Fibonacci numbers
• Mathematics
• Data compression

Fibonacci Leonardo Pisano Fibonacci was a mathematician who lived from 1170 to[removed]For a while, he worked extensively with a special sequence of numbers that became known as the Fibonacci sequence. Continue the pattern

Source URL: mathflix.luc.edu

• Fib
• Fibonacci numbers in popular culture
• Fibonacci coding
• Fibonacci numbers
• Mathematics
• Fibonacci

Polynacci Rotary Encoding Tom Gibara October 2009 Abstract This document presents an overview of a circular binary encoding developed as part of the Moseycode1 system. It allows for the eciently

Source URL: www.tomgibara.com

• Fibonacci coding
• Code
• Linguistics
• Numeral systems
• Golomb coding
• Notation
• Mathematics
• Fibonacci number