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[PDF] Top 20 On Boolean Ideals and Varieties with Application to Algebraic Attacks

Has 10000 "On Boolean Ideals and Varieties with Application to Algebraic Attacks" found on our website. Below are the top 20 most common "On Boolean Ideals and Varieties with Application to Algebraic Attacks".

On  Boolean  Ideals   and  Varieties  with  Application  to  Algebraic  Attacks

On Boolean Ideals and Varieties with Application to Algebraic Attacks

... The second stage can be performed in two dierent ways. Consider the rst way. In the second stage we reduce the initial basis of the ideal (dened by known methods) and obtain syzygies modulo F ⊕ I . It is suitable to use ... See full document

17

Almost  Perfect  Algebraic  Immune  Functions  with  Good  Nonlinearity

Almost Perfect Algebraic Immune Functions with Good Nonlinearity

... decade, algebraic and fast algebraic attacks are regarded as the most success- ful attacks on LFSR-based stream ...of algebraic immunity was introduced, the properties and constructions ... See full document

18

Modifying  Boolean  Functions  to  Ensure  Maximum  Algebraic  Immunity

Modifying Boolean Functions to Ensure Maximum Algebraic Immunity

... to algebraic attacks ...of Boolean functions achieving the maximum possible algebraic ...maximum algebraic immunity are also given in [1], [20], [9] (note that when the number of the ... See full document

10

On  the  Existence  of  Non-Linear  Invariants   and  Algebraic  Polynomial  Constructive  Approach  to  Backdoors  in  Block  Ciphers

On the Existence of Non-Linear Invariants and Algebraic Polynomial Constructive Approach to Backdoors in Block Ciphers

... polynomial algebraic approach has enormous ...and algebraic computational methods can be applied in order to discover or construct the suitable ...any Boolean function including the original ... See full document

72

Albert forms, Quaternions, Schubert Varieties & Embeddability

Albert forms, Quaternions, Schubert Varieties & Embeddability

... two-sided ideals and center equal to the base eld K has been one of the central driving forces in many important areas of mathemat- ics including algebraic geometry, algebra and number ...with ... See full document

121

Characterizations  on  Algebraic  Immunity  for  Multi-Output  Boolean  Functions

Characterizations on Algebraic Immunity for Multi-Output Boolean Functions

... Algebraic attacks are kinds of efficient methods on stream ciphers which adapt LFSR-based keystream generators with nonlinear filter generator or the combiner as one of their ...in algebraic ... See full document

14

On  the (Fast)  Algebraic  Immunity  of  Boolean  Power  Functions

On the (Fast) Algebraic Immunity of Boolean Power Functions

... large algebraic immunity (AI), in order to resist algebraic attacks [1, ...fast algebraic attacks (FAA’s), because Boolean functions with large algebraic immunity (even ... See full document

10

On Boolean functions, symmetric cryptography and algebraic coding theory

On Boolean functions, symmetric cryptography and algebraic coding theory

... However, there is no mathematical method to prove the security of a given block cipher, although it is sometimes possible to prove the insecurity of such a cipher. What usually happens is that a relative measure of the ... See full document

147

On  the  Existence  of  Boolean  Functions  with  Optimal  Resistance  against  Fast  Algebraic  Attacks

On the Existence of Boolean Functions with Optimal Resistance against Fast Algebraic Attacks

... fast algebraic attacks (FAA’s) [7], ...of Boolean functions is not necessary any more for ...n-variable Boolean function f , if there exists a nonzero n-variable Boolean function g of ... See full document

10

Perfect  Algebraic  Immune  Functions

Perfect Algebraic Immune Functions

... fast algebraic attacks on LFSR-based stream ciphers, which use a Boolean function f : GF (2) n → GF (2) as the filter or combination generator, is to find a function g of small degree such that the ... See full document

16

On  the  Immunity  of  Rotation  Symmetric  Boolean  Functions  Against  Fast  Algebraic  Attacks

On the Immunity of Rotation Symmetric Boolean Functions Against Fast Algebraic Attacks

... fast algebraic attacks, ...symmetric Boolean functions have poor resistance against fast algebraic attacks despite their resistance against algebraic ...symmetric Boolean ... See full document

12

Protecting  Obfuscation  Against  Algebraic  Attacks

Protecting Obfuscation Against Algebraic Attacks

... generic attacks suggests that there is a significant gap between what security is actually achieved by our candidate in the plain model, and the best security definitions for obfuscation that we have in the plain ... See full document

24

Online Full Text

Online Full Text

... Definition 3.4. An L-fuzzy ternary subsemiring µ of S is said to be L-fuzzy characteristic ternary subsemiring if µ(ϕ(x)) = µ(x) for all x ∈ S and ϕ ∈ Aut(S). The L- fuzzy characteristic left ideals [resp. right ... See full document

6

Positive Impact Program Evaluation

Positive Impact Program Evaluation

... We must have [R( a + bi ) ∶ R] = 2. Therefore the minimal polynomial of a + bi has a − bi as a zero as well. Thus, we must have ( x − ( a + bi ))( x − ( a − bi )) ∈ ker ( ϕ ) = m. Hence, m corresponds to a conjugate pair ... See full document

58

Algebraic  Attacks  on  Human  Identification  Protocols

Algebraic Attacks on Human Identification Protocols

... We implemented the above lattice in Sage, 3 an open-source mathematics software, and used the implementation of LLL available therein to find x with the default settings. The results are as shown in Figure 1. For each ... See full document

36

Vulnerable Android: A Study on UI Inference A...

Vulnerable Android: A Study on UI Inference A...

... state attacks. Android APIs are very much vulnerable to these attacks and there is need to put some restrictions on the usage of some resources which are used by the attacker in the ... See full document

8

An  Algebraic  Method  to  Recover  Superpolies  in  Cube  Attacks

An Algebraic Method to Recover Superpolies in Cube Attacks

... cube attacks resort to low-degree polynomial tests such as BLR linearity tests with a certain failure ...cube attacks are convincing but without proved ...an algebraic method to recover superpolies ... See full document

24

Quantum  Algorithms  for  Boolean  Equation  Solving   and  Quantum  Algebraic  Attack  on  Cryptosystems

Quantum Algorithms for Boolean Equation Solving and Quantum Algebraic Attack on Cryptosystems

... We apply Theorem 1.1 to cryptanalysis. As early as in 1946, Shannon [24] pointed out insightfully that “Construct our cipher in such a way that breaking it is equivalent to solving a certain system of simultaneous ... See full document

27

REPRESENTATIONS OF FUNDAMENTAL GROUPS OF ABELIAN VARIETIES IN CHARACTERISTIC p Brett Frankel A DISSERTATION in Mathematics Presented to the Faculties of the University of Pennsylvania in Partial Fulfillment of the Requirements for the Degree of Doctor of P

REPRESENTATIONS OF FUNDAMENTAL GROUPS OF ABELIAN VARIETIES IN CHARACTERISTIC p Brett Frankel A DISSERTATION in Mathematics Presented to the Faculties of the University of Pennsylvania in Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy 2016

... will see in Proposition 7 that this construction is not always as well-behaved when G is profinite.) This construction does not depend on the choice of generating set; writ- ing one generating set in term of another ... See full document

37

Ideals of rings of differential operators on algebraic curves (with an appendix by George Wilson)

Ideals of rings of differential operators on algebraic curves (with an appendix by George Wilson)

... left ideals in D and study the natural action of the Picard group of D on the space of isomorphism classes of such ...left ideals of the first Weyl algebra A 1 ( C ) given in [BW1, ... See full document

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