[PDF] Top 20 ANOTHER PROOF OF WIENER'S SHORT SECRET EXPONENT
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ANOTHER PROOF OF WIENER'S SHORT SECRET EXPONENT
... From the beginning of time until 1970’s, the technology for practicing secret communication, which is widely known as encryption and decryption, was always done in a symmetrical manner. In early 1978, the ... See full document
7
Estimating the Φ(n) of Upper/Lower Bound in its RSA Cryptosystem
... Challenge RSA [12] is an interesting and difficult work. Recently, most scientists and researchers [1, 4, 8] using general number field sieve (GNFS) algorithm to factor RSA modulus n. In practical environment, it looks ... See full document
8
A short proof that O 2 is an MCFL
... recent proof by Salvati (2015) in its avoidance of concepts that seem specific to two-dimensional geometry, such as the complex exponential ...simple proof creates realistic prospects of widen- ing the ... See full document
10
A short proof that O2 is an MCFL
... recent proof by Salvati (2015) in its avoidance of concepts that seem specific to two-dimensional geometry, such as the complex exponential ...simple proof creates realistic prospects of widen- ing the ... See full document
10
Recovering short secret keys of RLCE in polynomial time
... Finally, we need a very general result concerning modified GRS codes where some arbitrary columns have been joined to the generator matrix. A very similar lemma is already proved in [8, Lemma 9]. Its proof is ... See full document
20
Solving Linear Equations Modulo Unknown Divisors: Revisited
... result when r > 2, and is also independent of the value of public exponent e. Similar as [22], our result also directly implies an improved partial key exposure attack for secret exponent d with ... See full document
25
A versatile proof of Fermat‟s last theorem
... In fact all the three member equal or unequal power relations have the following general form a n + a n [x 2 ] = a n [y 2 ], where [x 2 ] and [y 2 ] may have any integer or a quantum of value or fractional value but ... See full document
6
An improved closed-form solution for the constrained minimization of the root of a quadratic functional
... first proof is indirect and refers to the solution of another optimization problem, whereas the second proof is a direct application of the Lagrangian multiplier ...the proof given by Landsman ... See full document
18
VISUAL CRYPTOGRAPHY FOR IMAGES
... 2. Void cluster algorithm: This technique is used to find the secret pixel in the halftone cell . 3.Halftone: It is a production of graphic through mechanical or electrical such as photography or xerography ... See full document
6
Image Data Authentication using Contrast Enhancement Scheme by RDH based Data Embedding Approach
... for secret bits modulation, the hiding capacity is enhanced compared with those conventional methods based on one or two level histogram ...modification. Another Reversible data hiding algorithm is proposed ... See full document
7
Wiener Vector, Hyper-Wiener Vector, Wiener Number and Hyper-Wiener Number of Molecular Graphs
... T.Ragavan, Wiener matrix sequence, Hyper-Wiener Vector, Wiener polynomial sequence and Hyper-Wiener polynomial of Bi-phenylene, International Journal of Innovative Research in ... See full document
15
A Short Note on a Possible Proof of the Four-colour Theorem
... possible proof of the Four-colour Theorem, which is the proof contained in (Potapov, 2016), since it is claimed that they prove the equivalent for three colours, and if you can colour a map with three ... See full document
7
A Comprehensive Study on Various Visual cryptography Schemes with an Application
... sharing secret information, people usually conceal the secret data with symmetric or asymmetric cryptography, these cryptographic methods should require high computation cost in encryption and decryption ... See full document
5
A Novel Approach to Image Steganography Using Keys
... three secret keys ...the secret information bit will be placed in green or blue or ...for secret bit in green or blue or red is ...of secret information. This process continues repeatedly ... See full document
7
CONFIRMATION OF THE FERMAT LAST THEOREM BY AN ELEMENTARY SHORT PROOF
... The note: The present short note gives an elementary short proof of the Fermat’s last theorem. Indeed, using the intermediate value theorem, the Bolzano-Weierstrass theorem and the Euler-Gauss ... See full document
8
Determination of the transformation exponent s from experiments at constant heating rate
... In summarising this section we have shown that the methods derived in section 3.2 can be successfully applied to the study of GPB zone formation. The analysis indicates that in Al-Cu-Mg and Al-Li-Cu-Mg- Zr alloys GPB ... See full document
15
Authenticated Key Exchange over Bitcoin
... the proof of Theorem 3 is that each party is required to demonstrate knowledge of both the static and ephemeral ...the proof of knowledge for both the static and ephemeral keys (the former is realized by ... See full document
17
On the Closed-Form Solution of a Nonlinear Difference Equation and Another Proof to Sroysang’s Conjecture
... Remark 3.4. Obviously, the same approach can be applied to prove a more general result of Conjecture 1.3. More specifically, we can prove that the ratio of Horadam functions w(x + k)/w(x) (a real-valued function ... See full document
13
Locally Defined Operators and Locally Lipschitz Composition Operators in the Space WBVp(·)([a, b])
... and = C I ( ) or = C I 1 ( ) , in [14]- [16] in the case when and are the spaces of n-times (k-times, respectively) Whitney differentiable functions, in [17], [18] in the case when is the space of Hölder ... See full document
18
A short proof of an identity of Sylvester
... first proof of Sylvester’s identity is an elementary ver- sion of the proof given by Knuth [7, ...Sylvester’s proof are given by Chen and Louck [2] and Strehl and Wilf [15], though these authors ... See full document
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