permutation polynomials
A theory of permutation polynomials using compositional attractors
... Unlike other permutation polynomial groups, enumeration of the permutation polynomials of a finite F-algebra comprising a direct product of finite field is best done by computing t h e i[r] ...
97
Several Classes of Permutation Polynomials over Finite Fields
... fields. Permutation polynomials have been studied extensively and have important applications in coding theory, cryp- tography, combinatorics, and design theory ...new permutation polynomials ...
7
Permutation polynomials in one and several variables
... Chapter 2 gives the fundamental concepts of a permutation polynomial and an orthogonal system.The cyclic and Dickson polynomials are defined and permutation properties of Chebyshev polyn[r] ...
129
On permutation polynomials over finite fields
... SCHMIDT, W.M., Equations Over Finite Fields, An Elementary Approach, Springer Lecture Notes, 536 1976..[r] ...
9
On some permutation polynomials over finite fields
... Permutation binomials and the sequence {an } The main tool in the proof of Theorem 1.1 is the following well-known theorem of Hermite [3, Theorem 7.4].. Theorem 3.1 Hermite’s criterion.[r] ...
10
A Preliminary Investigation into the Mediating Role of Positive Affect in the Development of Posttraumatic Stress Disorder among African American Female Sexual Assault Survivors
... and permutation polynomials are described in this ...compatible polynomials (f ∈ E[x] such that f (K ) ⊆ L where K, L are subfields of E) was recently given by ...Frobenius permutation which ...
51
Cryptosystem with Rédei Rational Functions via Pellconics
... This is the parametrization of m on P F ( p ) and group laws on P ( ) R , R an arbitrary ring in [8] are used for the construction of the cryptosystem with Rédei rational functions. In this context, basic concepts of ...
6
Modules d'endo permutation
... de permutation endo-scind´ ee r´ eside dans le fait qu’on a alors un complexe basculant splendide qui induit une ´ equivalence splendide entre deux blocs donn´ es (et donc ceux-ci ont la mˆ eme structure ...
138
Invalid Permutation Tests
... the two-sample situation discussed here, the dominant statistical method is the t-test, and although randomization arguments have been used to justify it, it can also be recommended without mentioning randomization. ...
10
On Eigenvalues of Permutation Graphs
... The paper is organized as follows. In Section 2, we introduce some definitions and concepts that we need throughout this paper. In Section 3, we determine an upper bound for the number distinct non-co-spectral ...
7
Eigenvectors of Permutation Matrices
... of permutation matrices is again a permutation ...a permutation matrix is again a permutation matrix. Permutation matrices are also double stochastic; in fact the set of doubly ...
5
soShearEnergy of permutation of necklace
... introduced Permutation Graphs in 1971 [8]. If i, j belong to a permutation on p symbols {1, 2, ...the permutation graph if i appears after j in the corresponding ...a permutation graph and ...
5
ON THE SIMPLICITY OF PERMUTATION GROUPS
... Recently, wreath product of groups has been used to explore some useful characteristics of finite groups in connection with permutation design and construction of lattices Praeger and Scheider(2002), as well as in ...
10
Search | Preprints
... and polynomials and give some properties of these numbers and ...q)-Fubini polynomials associated with (p, q)-Bernoulli polynomi- als, (p, q)-Euler polynomials and (p, q)-Genocchi polynomials ...
13
Complex and distributional weights for sieved ultraspherical polynomials
... Ultraspherical and sieved ultraspherical polynomials, Jacobi polynomials, Chebyshev polynomials, recurrence relations, continued fractions, orthogonality measures, distributions, contour[r] ...
14
Hecke operators type and generalized Apostol-Bernoulli polynomials
... The main motivation of this paper is to introduce and study new Hecke-type operators on the ring of C [x]. We study fundamental properties of these operators. We derive re- lations between these operators, the Hurwitz ...
11
Professor H M Srivastava: man and mathematician
... Srivastava’s polynomials and func- tions, Carlitz-Srivastava polynomials, Srivastava-Buschman polynomials, Srivastava- Singhal polynomials, Chan-Chyan-Srivastava polynomials, ...
5
Catenation of Permutations on Caterpillars
... We have stretched this idea of extending a permutation by finite number of elements to extending a permutation by another permutation either or both sides of a permutation. The operation is ...
5
Critical paths of non-permutation and permutation flow shop scheduling problems Pages 281-298 Download PDF
... The literature on flow shop scheduling has extensively analyzed two classes of problems: permutation and non-permutation ones (PFS and NPFS). Most of the papers in this field have been just devoted on ...
18
New Extension of Unified Family Apostol Type of Polynomials and Numbers
... Apostol-type polynomials and numbers that are defined in ...for polynomials defined in ...Apostol-type polynomials and ...Apostol-type polynomials and other known polyno- ...
11