Results 121 to 130 of about 10,365,066 (260)
On one class of symmetric Boolean functions
The properties of one class of symmetric Boolean funct which was denoted by  was discussed,a different method for proving that one subclass of  having maximum algebraic immunity was presented.A necessary condition was proposed for the functions of  ...
Zhi-hui OU, Ya-qun ZHAO
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On algebraic number fields with non-unique factorization, II [PDF]
W. Narkiewicz
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On the number of independent elements in finite abstract algebras having a binary operation [PDF]
J. Płonka
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Analysis of the success probability of cube attack
The success probability of cube attack was theoretically discussed when a boolean function was chosen at random and the algebraic degree or the number of terms in its algebraic normal form representation was restricted.The results provided theoretic ...
Hai-xin SONG+3 more
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On algebraic independence of some continued fractions
In the present paper, we prove the algebraic independence of a finite number of real continued fractions which have partial quotients that increase rapidly.
Ali Kacha, Sarra Ahallal
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On the genera of quadratic and hermitian forms over an algebraic number field [PDF]
Vidit Nanda
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Effective approximation to complex algebraic numbers by algebraic numbers of bounded degree
We establish the first effective improvements on the Liouville inequality for approximation to complex non-real algebraic numbers by complex algebraic numbers of degree at most 4 4 .
Bajpai, Prajeet, Bugeaud, Yann
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Finite (quantum) effect algebras [PDF]
We investigate finite effect algebras and their classification. We show that an effect algebra with $n$ elements has at least $n-2$ and at most $(n-1)(n-2)/2$ nontrivial defined sums. We characterize finite effect algebras with these minimal and maximal number of defined sums.
arxiv