Constructing the classes of boolean functions with guaranteed cryptographic properties on the base of coordinate functions of the finite field power mappings | Applied Discrete Mathematics. Supplement. 2010. № 3.

HomeIssuesConstructing the classes of boolean functions with guaranteed cryptographic properties on the base of coordinate functions of the finite field power mappings | Applied Discrete Mathematics. Supplement. 2010. № 3.

Constructing the classes of boolean functions with guaranteed cryptographic properties on the base of coordinate functions of the finite field power mappings

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NameOrganizationE-mail
Ivanov A. V.Moscow State Institute of Radio Engineering, Electronics and Automationalexiva@pochta.ru
Romanov V.N.Moscow State Institute of Radio Engineering, Electronics and Automationv_n_romanov@mail.ru
Всего: 2

References

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Кузьмин А. С., Марков В. Т., Нечаев А. А., Шишков А. Б. Приближение булевых функций мономиальными / / Дискретная математика. 2006. Т. 18. №1. С. 9-29.
Логачев О. А., Сальников А. А., Ященко В. В. Булевы функции в теории кодирования и криптологии. М.: МНЦМО, 2004. 470 с.
Rothaus O. S. On "bent" functions / / J. Comb. Theory. 1976. Ser. A. V. 20. P. 300-305.
Лидл Р., Нидеррайтер Г. Конечные поля. Т. 1,2. М.: Мир, 1988. 818 с.
Constructing the classes of boolean functions with guaranteed cryptographic properties on the base of coordinate functions of the finite field power mappings | Applied Discrete Mathematics. Supplement. 2010. № 3.

Constructing the classes of boolean functions with guaranteed cryptographic properties on the base of coordinate functions of the finite field power mappings | Applied Discrete Mathematics. Supplement. 2010. № 3.