DOIAbstract
AbstractThe pn×pn matrix over Z/pZ whose entries are i+jj for 0⩽i, j <pn expresses the operation f⊸f(1(1−x)) on functions Fpn→Fpn. This interpretation makes the behavior of the matrix transparent
AbstractThe pn×pn matrix over Z/pZ whose entries are i+jj for 0⩽i, j <pn expresses the operation f⊸f(1(1−x)) on functions Fpn→Fpn. This interpretation makes the behavior of the matrix transparent
Abstract—In the simplest case, the matrix inversion lemma gives an explicit formula of the inverse o...
Let M n be the algebra of all n × n matrices over a field double-struck F sign, where n ≥ 2. Let S b...
We prove two small results on the reconstruction of binary matrices from their absorbed projections:...
AbstractThe pn×pn matrix over Z/pZ whose entries are i+jj for 0⩽i, j <pn expresses the operation f⊸f...
AbstractThe pn × pn matrix over Zp with (i, j) entry i × ji 0 ⩽ i, j ⩽ pn - 1, is diagonalizable, wi...
AbstractThe pn × pn matrix over Zp with (i, j) entry i × ji 0 ⩽ i, j ⩽ pn - 1, is diagonalizable, wi...
In this paper we compute the Fourier spectra of some recently discovered binomial APN functions. On...
In this paper we compute the Fourier spectra of some recently discovered binomial APN functions. On...
AbstractAn explicit representation is obtained for P(z)−1 when P(z) is a complex n×n matrix polynomi...
AbstractLet P denote the n-by-n matrices all of whose principal minors are positive. For S = P and c...
AbstractThis paper is a thorough examination of the connections between the kernels of a “bordered m...
Search for new APN functions is an important topic in symmetric cryptography. The matrix approach fo...
AbstractWe give a combinatorial interpretation for any minor (or binomial determinant) of the matrix...
We investigate the Matrix Powering Positivity Problem, PosMatPow: given an m×m square integer matrix...
We prove two small results on the reconstruction of binary matrices from their absorbed projections:...
Abstract—In the simplest case, the matrix inversion lemma gives an explicit formula of the inverse o...
Let M n be the algebra of all n × n matrices over a field double-struck F sign, where n ≥ 2. Let S b...
We prove two small results on the reconstruction of binary matrices from their absorbed projections:...
AbstractThe pn×pn matrix over Z/pZ whose entries are i+jj for 0⩽i, j <pn expresses the operation f⊸f...
AbstractThe pn × pn matrix over Zp with (i, j) entry i × ji 0 ⩽ i, j ⩽ pn - 1, is diagonalizable, wi...
AbstractThe pn × pn matrix over Zp with (i, j) entry i × ji 0 ⩽ i, j ⩽ pn - 1, is diagonalizable, wi...
In this paper we compute the Fourier spectra of some recently discovered binomial APN functions. On...
In this paper we compute the Fourier spectra of some recently discovered binomial APN functions. On...
AbstractAn explicit representation is obtained for P(z)−1 when P(z) is a complex n×n matrix polynomi...
AbstractLet P denote the n-by-n matrices all of whose principal minors are positive. For S = P and c...
AbstractThis paper is a thorough examination of the connections between the kernels of a “bordered m...
Search for new APN functions is an important topic in symmetric cryptography. The matrix approach fo...
AbstractWe give a combinatorial interpretation for any minor (or binomial determinant) of the matrix...
We investigate the Matrix Powering Positivity Problem, PosMatPow: given an m×m square integer matrix...
We prove two small results on the reconstruction of binary matrices from their absorbed projections:...
Abstract—In the simplest case, the matrix inversion lemma gives an explicit formula of the inverse o...
Let M n be the algebra of all n × n matrices over a field double-struck F sign, where n ≥ 2. Let S b...
We prove two small results on the reconstruction of binary matrices from their absorbed projections:...
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