Results 271 to 280 of about 249,454 (304)

Compact Representation for Division Property

2016
The division property, which is a new method to find integral characteristics, was proposed at Eurocrypt 2015. Thereafter, some applications and improvements have been proposed. The bit-based division property is also one of such improvements, and the accurate integral characteristic of Simon32 is theoretically proved.
Yosuke Todo, Masakatu Morii
openaire   +1 more source

Some Divisibility Properties Concerning Lucas and Elliptic Divisibility Sequences

2022
Consider the following sequences of integers that are respectively called by the Lucas sequences \(\{U_n(P,Q)\}\) and elliptic divisibility sequences \(\{h_n\}\): \[ U_0(P,Q) = 0,\ U_1(P,Q) = 1, \quad U_n(P,Q) = PU_{n-1}(P,Q)-QU_{n-2}(P,Q)\text{ for } n\geq 2 \] and \[ h_{m+n}h_{m-n}=h_{m+1}h_{m-1}h_n^2-h_{n+1}h_{n-1}h_m^2\text{ for all }m\geq n \geq 0.
Panraksa, Chatchawan, Tangboonduangjit, Aram   +1 more
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Separate Property in the Division of Matrimonial Property

The Korean Society Of Family Law, 2022
In the division of matrimonial property at divorce, the properties which were acquired by cooperation of both parties should be divided. Then should separate property be divided, too? Separate property means the property which one party owned before the marriage or inherited or was given from the third party during the marriage. There are many cases in
openaire   +1 more source

On integers with a special divisibility property.

2006
Let \(\lambda \) denote the Carmichael function, i.e.\ for a positive integer \(n\) let \(\lambda (n)\) be the largest order of any element in the multiplicative group \((\mathbb Z/n\mathbb Z)^\times \), and let \(b(n)= \sum _{d| n}\lambda (d)\). The subject of the paper is the set \({\mathcal B}\) of all positive integers \(n\) such that \(b(n)\) is a
Banks, William David, 1964-, Luca, Florian   +1 more
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Divisible Properties and the Stone-Čech Compactification

Canadian Journal of Mathematics, 1980
Let T be an abelian infinite countable group. We say that a property of subsets of T is divisible if it satisfies the following requirements. (We identify with the set of all subsets of T which satisfy .)(i) ∅ ∉ and T ∈ (ii) A ∈ and B ⊃ A implies B ∈ (iii) A ∈ and A = B1 ∪ B2 implies that either B1 or B2 is in
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Research on the Security Criterion of S‐Boxes Against Division Property

Chinese Journal of Electronics, 2021
Senpeng Wang, Guan Jie
exaly  

Modeling for Three-Subset Division Property without Unknown Subset

Journal of Cryptology, 2021
Yonglin Hao, Gregor Leander, Willi Meier   +2 more
exaly  

Quantum Algorithm to Identify Division Property of a Multiset

Arabian Journal for Science and Engineering, 2021
Ashwini Kumar Malviya, Namita Tiwari, Tiwari Namita   +2 more
exaly  

Division of Property Between Spouses in Lithuania: From Substantive to Private International Law

Balkan Yearbook of European and International Law, 2023
Agne Limante, Limante Agne
exaly  

Linearly equivalent S-boxes and the division property

Designs, Codes, and Cryptography, 2020
Baptiste Lambin, Patrick Derbez, Pierre-Alain Fouque   +2 more
exaly