[PDF] Top 20 Permutation matrices and matrix equivalence over a finite field
Has 10000 "Permutation matrices and matrix equivalence over a finite field" found on our website. Below are the top 20 most common "Permutation matrices and matrix equivalence over a finite field".
Permutation matrices and matrix equivalence over a finite field
... more general setting than that considered in section 5 where equivalent matrices were obtained by simply permuting the rows and columns of the given matrix... is cyclic of order q.[r] ... See full document
10
Eigenvectors of Permutation Matrices
... special matrices have been widely studied, because of their ...on permutation matrices over a finite field and, more concretely, we compute the mi- nimal annihilating polynomial, ... See full document
5
Regular proper *-semigroup embeddings and involutionstitle
... a finite mp-semigroup and let F be a 0-chacteristic ...a finite direct product of matrices over a skew field and (S, ∗) is *-embeddablle in the *-ring (F [S], ∗) where * is the natural ... See full document
14
The decomposition matrices of the Brauer algebra over the complex field
... calculations over fields of finite characteristic ...Young matrix (the adja- cency matrix of the Young graph [18]), which are involved in quantum spin chain computations (see ...decomposition ... See full document
28
A note of equivalence classes of matrices over a finite field
... BRAWLEY, J.V., CARLITZ, L., and LEVINE, J., Scalar Polynomial Functions on the nn trices Over a Finite Field, Linear Alg.. and its Appl.[r] ... See full document
9
Enumerating algebras over a finite field
... a finite number of types of n × n ...a matrix of type t , and we can write down a set of monomial equations and non-equations which the eigenvalues in the Jordan canonical form must ...characterize ... See full document
13
Translucent Voices: Creating Sound Pedagogy And Safe Spaces For Transgender Singers In The Choral Rehearsal
... definite matrices so special and interesting to ...a matrix to determine whether it is positive definite, and if it is, you suddenly gain a plethora of other properties for that matrix which may have ... See full document
53
The Diagonal Equivalence of A Non-Negative Quaternion Matrix to A Doubly Stochastic Matrix
... non-square matrices is defined in the obvious way since (P I) and (Q I) are permutation matrices this gives a contradiction quaternion doubly ...there permutation matrix R, where ... See full document
5
Properties of sparse random matrices over finite fields
... square matrix case. The matrix is therefore diagonalisable and the dimension of the eigenspaces cannot be ...a finite average dimension density as ... See full document
19
The use of permutation representations in structural computations in large finite matrix groups
... in matrix groups over finite fields, which also in- volves computing in the radical quotient G/L, is presented in ...a permutation representation of G/L for the computation of conjugacy ... See full document
16
Matrix powers over finite fields
... Involutory matrices over either a finite field or a quotient ring of the rational integers have been extensively researched, with a detailed extension to all finite commutative rings giv[r] ... See full document
5
Quasi Rational Canonical Forms of a Matrix over a Number Field
... A matrix is similar to Jordan canonical form over the complex field and the rational canonical form over a number field, ...a matrix over any number ...a matrix ... See full document
10
New construction of A2 model from Symplectic spaces over finite field
... parameters of the A 2 -code. In this model, the transmitter and the receiver are not mutually trust worthy, and hence disputes between them may occur, In order to solve possible disputes between the transmitter and the ... See full document
9
Schur-Complement in Block Matrices Over an Incline
... Abstract. Inclines are additively idempotent semirings in which product is always less than or equal to each factor. For a pair of regular elements in an incline, we have constructed a regular 2×2 order matrix ... See full document
7
On the matrix equation Xn=B over finite fields
... In this paper, we consider the problem of determining the number N Nn,m,B of the n-th roots in M of a given matrix.. Our present work generalizes a recent paper of the authors [1] in whi[r] ... See full document
6
On some trace inequalities for positive definite Hermitian matrices
... The rest of this paper is organized as follows. In Section , we will give the relevant defi- nitions and properties of Hermitian matrices. In Section , we will quote some lemmas; in Section , which is the main ... See full document
6
3A Operations with matrices 3B Multiplying matrices 3C Powers of a matrix 3D Multiplicative inverse and solving matrix equations 3E The transpose of a matrix 3F Applications of matrices 3G Dominance matrices
... Notice the fact that A can defeat C is the m 13 element of 1. This is referred to as a second-order influence of A over C. But how great an importance should we give this second-order influence? Should it be as ... See full document
42
Construction of Lightweight MDS Matrices over the Matrix Polynomial Residue Ring
... Roadmap. In Sec. 2, necessary preliminaries are presented. In Sec. 3, we investigate the distributions of the minimum polynomial and distribu- tions of XOR count on matrix polynomial residue rings, and then intro- ... See full document
29
A Preliminary Investigation into the Mediating Role of Positive Affect in the Development of Posttraumatic Stress Disorder among African American Female Sexual Assault Survivors
... polynomials over a finite field have been studied by a number of mathe- maticians over the time for its important applications in various ...of permutation polynomials over a ... See full document
51
Cluster based computational methods for mass univariate analyses of event related brain potentials/fields : a simulation study
... like the maximum (e.g. +2 V) or the extent (e.g. from +120 ms to +190 ms post stimulus onset) of the effect. In turn, this data reduction diminishes the multiple comparisons problem, while accounting for spatiotemporal ... See full document
10
Related subjects