Lightweight structures of big numbers for cryptographic primitives in limited devices

The new technological approaches bring us into the digital era, where data security is a part of our everyday lives. Nowadays cryptographic algorithms, which are also recommended by international security standards, are often developed for non-limited devices and they are not suitable for limited environments. This paper deals with a lightweight solution for the structure of big numbers, which should help with ordinary recommended cryptographic algorithms in limited devices. We introduce our lightweight structure and elementary algebra for cryptographic primitives based on non-limited OpenSSL library. Last but not least, we provide experimental measurements and verification on the real scenarios.

Авторы
Fujdiak R. 1, 2 , Mlynek P. 1, 2 , Bezzateev S. 3 , Muka R. 4 , Slacik J. 5 , Misurec J. 5 , Raso O. 5
Издательство
IEEE Computer Society
Язык
Английский
Страницы
289-293
Статус
Опубликовано
Год
2018
Организации
  • 1 Peoples Friendship University of Russia|RUDN University
  • 2 Brno University of Technology|BUT University
  • 3 ITMO University
  • 4 Norwegian University of Science and Technology|A Building A108
  • 5 Brno University of Technology
Ключевые слова
Big Numbers; Cryptographic primitives; Elementary algebra; Limited Devices
Цитировать
Поделиться

Другие записи

Аватков В.А., Апанович М.Ю., Борзова А.Ю., Бордачев Т.В., Винокуров В.И., Волохов В.И., Воробьев С.В., Гуменский А.В., Иванченко В.С., Каширина Т.В., Матвеев О.В., Окунев И.Ю., Поплетеева Г.А., Сапронова М.А., Свешникова Ю.В., Фененко А.В., Феофанов К.А., Цветов П.Ю., Школярская Т.И., Штоль В.В. ...
Общество с ограниченной ответственностью Издательско-торговая корпорация "Дашков и К". 2018. 411 с.