27 research outputs found
The effect of the laser-induced structures’ surface morphology on the luminescence of thermostable polybenzimidazoles
This study was performed in the framework of the RFBR grant Mol_а 18-33-00645
The Seventh International Olympiad in Cryptography: problems and solutions
The International Olympiad in Cryptography NSUCRYPTO is the unique Olympiad
containing scientific mathematical problems for professionals, school and
university students from any country. Its aim is to involve young researchers
in solving curious and tough scientific problems of modern cryptography. In
2020, it was held for the seventh time. Prizes and diplomas were awarded to 84
participants in the first round and 49 teams in the second round from 32
countries. In this paper, problems and their solutions of NSUCRYPTO'2020 are
presented. We consider problems related to attacks on ciphers and hash
functions, protocols, permutations, primality tests, etc. We discuss several
open problems on JPEG encoding, Miller -- Rabin primality test, special bases
in the vector space, AES-GCM. The problem of a modified Miller -- Rabin
primality test was solved during the Olympiad. The problem for finding special
bases was partially solved
Mathematical problems and solutions of the Ninth International Olympiad in Cryptography NSUCRYPTO
Every year the International Olympiad in Cryptography Non-Stop University
CRYPTO (NSUCRYPTO) offers mathematical problems for university and school
students and, moreover, for professionals in the area of cryptography and
computer science. The mail goal of NSUCRYPTO is to draw attention of students
and young researchers to modern cryptography and raise awareness about open
problems in the field. We present problems of NSUCRYPTO'22 and their solutions.
There are 16 problems on the following topics: ciphers, cryptosystems,
protocols, e-money and cryptocurrencies, hash functions, matrices, quantum
computing, S-boxes, etc. They vary from easy mathematical tasks that could be
solved by school students to open problems that deserve separate discussion and
study. So, in this paper, we consider several open problems on three-pass
protocols, public and private keys pairs, modifications of discrete logarithm
problem, cryptographic permutations and quantum circuits
Математические проблемы и решения Девятой международной олимпиады по криптографии NSUCRYPTO
Every year the International Olympiad in Cryptography Non-Stop University CRYPTO (NSUCRYPTO) offers mathematical problems for university and school students and, moreover, for professionals in the area of cryptography and computer science. The main goal of NSUCRYPTO is to draw attention of students and young researchers to modern cryptography and raise awareness about open problems in the field. We present problems of NSUCRYPTO'22 and their solutions. There are 16 problems on the following topics: ciphers, cryptosystems, protocols, e-money and cryptocurrencies, hash functions, matrices, quantum computing, S-boxes, etc. They vary from easy mathematical tasks that could be solved by school students to open problems that deserve separate discussion and study. So, in this paper, we consider several open problems on three-pass protocols, public and private keys pairs, modifications of discrete logarithm problem, cryptographic permutations, and quantum circuits