Number in Mathematical Cryptography

Author(s): Nathan Hamlin

ABSTRACT
With the challenge of quantum computing ahead, an analysis of number and representation adequate to the task is needed. Some clarifications on the combinatorial nature of representation are presented here; this is related to the foundations of digital representations of integers, and is thus also of interest in clarifying what numbers are and how they are used in pure and applied mathematics. The author hopes this work will help mathematicians and computer scientists better understand the nature of the Generalized Knapsack Code, a lattice-based code which the author believes to be particularly promising, and the use of number in computing in general.

Source:

Journal: Open Journal of Discrete Mathematics
DOI: 10.4236/ojdm.2017.71003 (PDF)
Paper Id: 73743 (metadata)

See also: Comments to Paper

About scirp

(SCIRP: http://www.scirp.org) is an academic publisher of open access journals. It also publishes academic books and conference proceedings. SCIRP currently has more than 200 open access journals in the areas of science, technology and medicine. Readers can download papers for free and enjoy reuse rights based on a Creative Commons license. Authors hold copyright with no restrictions. SCIRP calculates different metrics on article and journal level. Citations of published papers are shown based on Google Scholar and CrossRef. Most of our journals have been indexed by several world class databases. All papers are archived by PORTICO to guarantee their availability for centuries to come.
This entry was posted in OJDM. Bookmark the permalink.

5 Responses to Number in Mathematical Cryptography

  1. http://generiqueducialis.top/ou-acheter-du-cialis-moins-cher.html says:

    A million thanks for posting this information.

  2. I have been browsing on-line more than 3 hours nowadays, yet I never found any fascinating article
    like yours. It is pretty value enough for me. In my view, if all webmasters and
    bloggers made good content material as you probably did, the internet will likely
    be much more helpful than ever before.

  3. There as certainly a lot to learn about this issue. I love all of the points you ave made.

  4. I blog frequently and I truly thank you for your information. The article
    has truly peaked my interest. I’m going to bookmark your website and keep checking for new details about once a week.
    I opted in for your Feed as well.

  5. http://bestallaviagra.top/köpa-billiga-viagra-super-force-nätet.html says:

    Too many compliments too little space, thanks!

Leave a Reply

Your email address will not be published. Required fields are marked *